Category: Math

As his father was a successful attorney and his mother bestowed with strong character, Narendra was as well a bright and talented boy always displaying signs of being a natural leader (Belur Math, 2008. Pettinger, 2005). In Calcutta University, Narendra was described as handsome, muscular, and agile (Nikhilananda, 1953). He took courses in music and […]

Teachers and FAS-diagnosed ment of the problem Dybdhal and Ryan (2009) conducted a study focusing on room practices for with fetal alcohol syndrome (FAS) in recognizing through previous studies that not much has been done in schools to cater to the needs of these children. Although many efforts have been implemented to discourage mothers from […]

The form of illusion highlighted here may be termed as self-deception. Though Willy himself was never a big success and even at the age of sixty he had to borrow money from Charley to pay his bills, he is inquisitive and critical of his son Biff. Willy was critical of the fact that Biff has […]

The No Child Left Behind (NCLB) Program The No Child Left Behind program was instituted by the U.S. Congress in 2001, under the Bush administration (Debatepedia par. 1). The ambitious program is aimed at closing the achievement gap with choice, flexibility, and accountability. The program, among other things is aimed at helping disadvantaged students get […]

 Unique Perspective on Life by Entering the University Writing this letter to request admission to the University is more to me than just a necessary task or a routine step in the admissions process. It is an opportunity to demonstrate to you, and myself, the academic progress that I have made in recent years. […]

Under the law, each school and district should make sure that the student as a whole, and their subgroups such as ELLs, meet the needed academic regulations in reading, as well as math. To make adequate annually progress, each school and district should generally show that every subgroup has achieved the state proficiency aim in […]

With the advent of technology, the use of technology in mathematics curriculum has proved to be a significant component enhancing learning outcomes. According to Rousseau, Christiane, and Yvanp (151), technology has made some topics easier. It enhances the teaching and learning of mathematics to both teachers and students (Bolt 113). The researchers worldwide have examined […]

Manupilatives are used to bridge the gap between informal Math and formal Math. To achieve these objectives manupilatives used in classroom instruction must fit the development level of the students (Case et al, 2009). Young students have counters while older students use coloured wooden rods that represent difficult numbers. Maccini, Hughes (2006) stated that according […]

The Behavioral Theory or behaviorism stresses on the learning of facts and skills as stated by the authorities. For example, school board and the teachers. Behaviorist believes the environment is a great influencing factor in the process of learning. The theory of behavioral learning also contends that contiguity and reinforcement, whether positive or negative, are […]

Instead of focusing on how behaviors are developed about achievement motivation, there is a current trend of finding out the why behind achievement-related behavior. Among the variables correlated with motivation, gender appears to yield inconclusive yet insightful results. This chapter will highlight literature related to the study of gender and motivation among students. It will […]

Hamlet’s characters are subject to some of the most dishonest acts. They lie and act to be something they aren’t. The plot involves ample amounts of revenge, sexuality and uncertainty and this open deception is what ultimately leads to the kingdom’s downfall. The story of Hamlet is set in Denmark. Claudius had murdered his brother, […]

MANAGEMENT Which alternatives to increasing American based jobs and prosperity are better? I.Steer more students into technical schools .There are more jobs that do require technical training. This includes professional cleaners, paralegals, welders, medical technicians and welders. Most students should engage in this trainings because there is a gap and this will generate more workers […]

Programming affiliation Programming Factors that programmers should reflect on when selecting between data types Brian (1999) argues the considerations that should be made when choosing a data type. The author argues that programmers are advised to consider the condition of their gadgets or the direction in which they are supposed to direct their gadgets when […]

The World of Math Ever since I was a young child, I have been fascinated by numbers. I am not sure where this love for math came from, but I do knowthat I can communicate better through the use of numbers. Perhaps one reason for my appreciation of math stems from the time when I […]

Using logarithms, find how long we left the money in the bank (find t). Round your answer to the hundredths place.4) For a fixed rate, a fixed principal amount, and a fixed compounding cycle, the return is an exponential function of time. Using the formula, , let r = 8%, P = 1, and n […]

Confounding Variables Scenario chosen: Scenario h An elementary school teacher wants to show that parents’ involvement helps their children learn. She randomly chooses one half of the boys and one half of the girls in her class and sends a note home with them. The note asks the parents to spend more time each day […]

His self-awareness is what returns him to his normal life, although he also took medicine to subdue the symptoms. In the movie, the psychological symptoms commendably express the hurdles in the separation of the subliminal arrangements in the mind.Primarily, Nash is unable to separate his delusions from reality. One moment he is ecstatic, the next […]

Apart from acquiring oral, written, and reading skills in English, they also need to learn to use these skills in content areas like mathematics and science.Mathematics is defined as The study of the measurement, properties, and relationships of quantities and sets, using numbers and symbols or a science (or group of related sciences) dealing with […]

UCLA | ECONOMICS 106T | FALL Simon Board Qianwen Bai Wesley DiMiceli Wing Sze Siu Chegg Introduction Chegg was founded in 2001 by JoshCarlson, Mark Fiddelke and Mike Seager as a classifieds listing service at Iowa State University. After modest success, the site formally launched in 2005 as an incorporated business and spread to other […]

Personal qualities which are encouraged are punctuality, good individual organization, motivation, ability to deal ethically with people and leadership qualities. Any career success incorporates three variables – knowledge of the career desired, the ability to devise a plan and the motivation and devotion to put the plan into action. On the way along the career […]

It then, afterwards, bids on the brands in order to reach those users. In order for the company to monitor these results, the software studies and advances with every operation by use of machine-learning systems. It can be viewed as a twenty first century one of the major contribution to the revolution in the tech […]

16. Use the two points P ( – 2 , – 3, 4 ) 9 ( – 6 , 4 , 3 )then pg = positionofg – position of p= – 47+75-1K83. magnitude of PO = 16+49+1 = 58604 .unit vector in the direction of pg= – 47+73-1K166OS.U = 31 -…Math

Problem 2 (10 pts) Define the effect hierarchy principle. Give the definition of the minimumaberration blocking scheme. Explain why the latter can be justified by the former. (See my notesin class for reference.)Math

AP Calculus Problem Set 2911/9/12Upon completion, circle one of the following to assess your current understanding:Completely understand Mostly understandSort of understandDon’t understand1) A particle travels along the x-axis according to the position function x(t) =43 -2t2 + 20t-2during the interval [2, 6] where t is in seconds.At t = 3, is the particle traveling to […]

Math 312 Homework 10 You may use the following facts without proof: 0 The functions sin 3:, cos 3:, and cm are difl‘erentiable on R,and their derivatives are cos :c, — sin :c, and em, respectively. since=1. o iim3—H] Pmctice problems (do not submit): o Prove that the derivative of a constant function is 0.0 […]

(a) Show that the matrix2 1 00 2 00 0 2 is not diagonalizable by comparing the algebraic and geometric multiplicities ofits (one) eigenvalue. (b) Using the idea in (a), construct a 9 x 9 matrix with eigenvalues as shown. geometric algebraic A mult. mult.1 3 32 2 33 1 3 Math

– KArea = 54-2+Area = 121+O1345.X678-1+Area = 10On A W NArea = 1Graph of f’The figure above shows the graph of f, the derivative of a differentiable function f, on the closed interval 0 lt; x lt; 9. Theareas of the regions between the graph of f and the x-axis are labeled in the figure. […]

Find the approximate area under the curve by dividing the intervals into nsubintervals and then adding up the areas of the inscribed rectangles. Theheight of each rectangle may be found by evaluating the function for eachvalue of x. Your instructor will assign you n1 and n2.y = 2xx2 + 1 between x = 0 and […]

be a field. Consider the vectorspace F^nover F. For 1≤i≤n, let ei∈ F^nbeb. suppose 9 6162, by,- – book Span Phwhere man -1lien by deletion theoren , then the teThe b2, 63,.-. but has a subset ASuch that A s tto basis of finWere fore heintz , es – -.. eng ,…Math

A product of invertible n x n matrices is invertible, and theinverse of the product of their matrices in the same order.FALSE. It is invertible, but the inverses in the product of theinverses in…Math

Find sem of parametric equations and symmetric equations of the line that passes through the given point and is parallel to the given vector or line. (For each line, write thedirection numbers as Integers.)Point Parallel to (-4.6,3) 131=L31=z—5 (a) parametric equations (Enter your answers as a comma-separated list.) (b) symmetric equationspl x+4 _ [—6 _z_3 […]

For this question consider: P : R2 → R2 given by orthogonal projection onto the line y = 3x and S : R21)Given map is T : P3 R P3 is defined as T p x p 3 2 xp ‘ x where p’ x denotes the derivativeof the polynomial p x a )Let p, […]

4. Where in the proof of Theorem 2.3.3 did we use the following?(a) The least upper bound axiom(b) The assumption that {x } is bounded(c) The assumption that {x } is increasing5. Prove that a bounded decreasing sequence {xx } converges by9(a) using the result proved in the text for increasing sequences;(b) using the amp; […]

– We have many options for how to save, invest, or allocate our money.SomeShare/IRA CertificatesProductAPR*APY3 month (90 days)0.90%0.90%6 month (180 days1.40%1.41%1 year (365 days)1.90%1.92%18 month (545 days)1.95%1.97%2 year (730 days)2.00%2.02%3…Math

The London Eye is a large Ferris wheel that is a famous landmark of London. The function belowen on the Eye.odels a person’s height above the ground (in feet) as a function of the number of minutes they’vef(t) =-221cos( # t) +221What is the amplitude of f and what does this value represent in the […]

5. Suppose v E Rquot; is a nonzero column vector. Let A be the n x n matrix va. (a) Show that v is an eigenveotor of A corresponding to eigenvalue A = ||v||2.(b) Show that 0 is an eigenvalue of multiplicity n — 1. (Hint: What is rank A?) Math

to get them done by Saturday morning .ill1a ) If log a b x b a xSo the exponential; equation for x log 5 11is 5 x 625625 1 log 5 54 4, as log a a x x625ln 48ln b2)log 7 48 , as log ab ln 7ln a 1.9894 1.99 b)log 5 x3 […]

2. Sketch the graph of a continuous function that has a local minimum at r = 1 and aHorizontal asymptote at y = 0 (as x -+ 0o).(a) Is your graph concave up or concave down at = 1?(b) Is your graph concave up or down as it approaches the horizontal asymptote aty = 0?(c) […]

2. Let f and g be functions from D – R. Now, define the functions max{f, g} andmin {f, g} from D – R bymax{f, g}(x) = max{f (x), g(x)}, min{f, g}(x) – min{f(z), g(x) }.Assume that f and g are both continuous on D.(a) Show that max{f, 9} := }(f +9) + 2f -gl(b) […]

9,-9,6] Find bases of the kernel of A (or the linear transformation # 1this means quot; Rz is replaced mp R 2-R,quot;review row reductionA = 1 9 – 9 61RZ R, ARZ if this is9 6confusing6 7 1/ 3 R, # RI0 – 3[3 .3 3]echelon formVmust have 3 entries for…Math

This chain is interested in offering an incentiveName of the StudentsName of the CourseWeek No – Statistics: This is a method of solving a problem by the collectionsof information, analyzing this information, interpreting the analysisand then…Math

Polynomial and Rational Functions,ExploringProject Exam-2Finding ZerosA. It corresponds ¿ I of factoringhandout 1. 2. Similar example :4 8 4 3 5 2 x y +6 x y +20 x y 10 2 x 4 y 3 ( y 5 +3+10 x y 7 )B.1. It corresponds to B: of…Math

QUESTION 1 depreciates QUESTION 2 salvage QUESTION 3 depreciable QUESTION 4 straight-line QUESTION 5 yearly depreciation QUESTION 6 Accumulated QUESTION 7 depreciation QUESTION 8 unit QUESTION 9… Math

(b) Evaluatedy172 at the point where (x, y) = (0, -4).(c) Set up the integral that would give the length of the arc from t = 1 to t = 2.3. Given the parametric curve C defined by*= 17 y = In( 1 + t).(a) Determinedx– anddx2(b) Determine the equation of the tangent line to […]

A study in a certain community showed that 8% of theQuestion 1 Consider the following binomial experiment: A study in a certain community showed that 8% of thepeople suffer from insomnia. If there are 10,300 people in this community, what is the…Math

1. The distance from New York City to Los Angeles is 4090 kilometers.a. [3 pts]What is the distance in miles? (You must use unit fractions. Round tothe nearest mile and be sure to include units.)b. [3 pts] If your car averages 31 miles per gallon, how many gallons of gas canyou expect to use driving […]

18. LET ME SEE YOUR1)Sinoe there is novisible pattern which is repeating itself sothe given number is irrational 2M=Jm=m3W+2fi=v§+2v§=3q§+2s§=5fi a and simplified form is 5J5 4}J1_J_—J12T15=W=amp;J§5)£…Math

Question 4. Optimize the following functions by finding the extreme values at which the function is stationary and determine whether the points are (local) maxima or minima: (a) y=x3 – 6×2 +9x+1 (b) y= -(4 – x)3 Math

3. For their; (inflation, are magir choose arbitraryr matrix mpruaantatiaa. usuallyuse the standard basis, and do the same as what we did in the previcrusEIGI’CiSE. Ha hm we‘ll have [T13 = D and the set of minim: VH‘JSDI’S of Qis the Drdmed basis ,8 {3] It’s not diagn-nalizahlc since dim[Eg} is 1 but not 4. […]

Problem 7 . Define the linear span of a set of vectrectors ( V 1 . … . VK’S CIRR .`Let {el . …. en’ be the standard basis of RX. Set 8; = ex – eith , and hi = Ci – en.Prove thatspan ( 81 . … . En- 15 = spanthe . […]

Question SSS on the cylinder (a) Give an example of two circles on a cylinder which intersect in more than two points. (b) Use this to construct a counterexample to SSS on the cylinder. The two triangles in your counterexample should have one edge in common. Math

Question Find the critical points of the given function. Then use the second derivative test to determine if the critical points correspond to local maxima, local minima, or saddle points of the graph of the function, or if the test is inconclusive. (Order your answers from smallest to largest x, then from smallest to largest […]

Question I just need help solving these step by step A = PehTA = ) final amountP =) PricipalFormula9 7 rate of compounding devoursortingRfor continuousT = no of yearscompoundend( = ) natural logarithm exponentHIM, P= $ 600 0 9 = 4:5%=…Math

You release the softball at a Question You throw a softball straight up into the air at a velocity of 30 feet per second. You release the softball at a height of 5.8 feet and catch it when it falls back to a height of 6.2 feet. nee to Use the position equation to write […]

Question Please give me correct answer and explain clearly to : Find the maxima and/ or minima for the following function : f(x) = x3/4 – 4×2 + x FF ) = 1/ x14* – 4x 2 + xFind the first derivative and equate to zerof ( x ) = 3×2 – 8x +1 =0solving […]

Question Revenue, cost and profit. A company is planning to manufacture and market a new two-slice electric toaster. After conducting extensive market surveys, the research department provides the following estimates: A weekly demand of 200 toaster at price of $16 per toaster and a weekly demand of 300 toaster at a price of $14 per […]

Question Please help with these math problems. Please type if possible. Please show work for better understanding.Thank you in advance. Search the menus (Alt+/)A100%Normal text. .1 11111|1 1 171 1 1|1 1 1211 1|1 1 1 311 11 1 14 1 1 11 1 15 1 1 1 |1 1 1 6 1 1 11 […]

Using your MultiSim circuit simulation software on the XenDesktop, complete the Labs below. Once youcomplete the lab follow the instructions to submit your lab report below.Solving Simultaneous…Math

Question A clerk in a bookstore has 90 minutes at the end of each workday to process orders received by mail or on voicemail the store has found in a typical mail order brings in a profit of $30 and a typical voicemail order brings in a profit of $40 each mail order takes 10 […]

Question Find two unit vectors orthogonal to a=(-1, -4, 1) and b=(-3, -5, -2). Enter answer so that the first non-zero coordinate of the first vector is positive b = ( 3 , – 5. -2)Kaxb =L– 2axb = 136 – 57 – ZE|Q x b/ = /Bi-55 – zep = 1 169+25+49= 1243= 93Umit […]

Question Botany A group of Tasmanian botanists have claimed that a King’s holly shrub, the only one of its species in the world, is also the oldest living plant. Using carbon-14 dating of charcoal found along with fossilized leaf fragments, they arrived at an age of 43,000 years for the plant, whose exact location in […]

Question Triangle DEF is translated using the rule (x, y) → (x − 2, y − 3) to create triangle D′E′F′. If a line segment is drawn from point D to point D′ and from point E to point E′, which statement would best describe the line segments drawn? They are parallel and congruent. They […]

Question Hi, could I have help with these geometry questions regarding triangles? A step by step would be very helpful a) The vertices of a triangle are J(-2,2), K(-1,-3), and L(5,1). i) is triangle JKL an equilateral, isosceles, or scalene triangle? ii) Determine the perimeter of JKL b) A(5,9), B(-3,3), and C(7,-5) are the vertices […]

Question 3 nd elementary matrices E1,E2,E3 and E4 such that E4·E3·E2·E1·M = I. ( a )M =-13A =32– 24FM = A where E is elementarymatrices . We want to find inverse of E .Clearly , we can see that second rowof A is2 times second row of M.Row 2 of A =2 row 2 of […]

Question a.$1249269.76 b.$752086.50 c.$752634.42 d.$1248392.56 2.Annie opens a savings account and makes a single deposit of $4000. The account has an annual interest rate of 2.3% compounded weekly. How much will be in the account 8 years later? a.$4808.06 b.$4807.22 c.$4807.87 d.none of the above Alia’s parents deposited $100 into a bank account at the […]

The dive results in 35 gold Question Three people invest in a treasure dive, each investing the amount listed below. The dive results in 35 gold coins. Using Hamilton’s method, apportion those coins to the investors based on their investment. Investor Investment Allocation of 35 coins Keegan $18,297 Tom $11,088 Trey $2,115 Math

Question How can I find the probability that the shipment is rejected? . . . XDmathxl.comHomeworkDo Homework – Tom CampisRounding Numbers Calc.+Math 150 Statistics Fall 2019Homework: Section 5.5 HomeworkSaveScore: 0 of 1 pt11 of 17 (11 complete) gt; gt; W Score: 58.82%, 1…X5.5.63Question HelpSuppose a shipment of 180 electronic components contains 4 defective components. To […]

Question A population of elk increases by 12% each year. Every year after births, 10 elk are added to the population to vary the gene pool. Let x sub n denote the size of the population after n years, starting with a population of 50 elk. a) when does the population exceed 150 elk? b) […]

How do you find the sine, cosine, and tangent values on the unit circle? Question How do you find the sine, cosine, and tangent values on the unit circle?PAGE NO. :DATE :1 1s offquot; quot; The yn’t circle is a circle of radius ,.what that is centered on thi ongin of thecoordinate plane .X :The […]

Question The medication orders reads floxin 200 mg iv to be administered over 30 minutes. Pharmacy label reads 200 mg/50 ml. At what rate, in ml per hour will nurse set the infusion control device? Math

color:rgb(0,0,0)Parents wish to have $90,000 available for Question Parents wish to have $90,000 available forCompound interest formulaarateA FP( Itz )a timenotamountPrincipalHereA z$go, 00 08 = 6 1. Per annumt = 9 years [ 1 8 – 9 = 9 ]n = 2 [Remiannualy = 2 in a year]P= have to findHeonce…Math

6.12 Consider the problem minimize f (ac)subject to a: 6 Q, where f : R2 a R is given by f(:c) = 5:32 with a: = [$1,32]T, and Q = {a3 =[m1,z:2]T :xf +132 2 1}. a. Does the point :6 = [0, 1]T satisfy the first-order necessary condition?1). Does the point (3 = [0, […]

Question I am having a hard time putting this together into an equation that will get me to find (N) and (q). Can you help? Minimize the function 50000+20N+5q subject to Nq=2500. Interpret this in light of the Wilson lot size problem. N= q= minimum value= Math

Question 12X – 8Y = -24 6.fIND 5 CONSECUTIVE EVEN INTERGERS WHOSE SUM IS 90 7.MARTIN SCORED 78%, 86%, AND 90% ON THREE SCIENCE EXAMS. wHAT MUST HE SCORE ON THE FOURTH TEST IN ORDER TO HAVE AN AVERAGE GRADE OF 83%? 8.Solve 6-3[2x – 5] = -6 Math

Question Four people have these amounts of money: x, 2x, x+12, and x-3 a) algebraic expression that gives the total amount of money they have b) expression that gives each person’s share if they share the money equally c) expression that gives the total remaining if each person spends $15 d) if the 4 people […]

Question MATH 316 Complex Variables, question in the picture above. . Consider the following subsets of the complex plane: (a) (4 points) {z E C I Re(z2 + 1) = 0} (b) (4 points) {z 6 (Cl lz— 1| 3 2 and z 75 0} (c) (5 points) {z E (C | 2 7g 0 […]

Question Show that the basis vectors U in R(2) is orthogonal. Then express X as a linear combination of vectors in U. U = { u1=V = Su, muzy = { [3] , ] is orthogonal.Two vectors up and 12 are said to be orthogonalif their dot Product 4,.U2 is equal to zero .[3]. [4 […]

Triangle ABC has coordinates A (-4, 4), B (4, 8), and C (4, 0). a. Find Question I need help Triangle ABC has coordinates A (-4, 4), B (4, 8), and C (4, 0). a. Find the coordinates of the vertices of triangle A’B’C after a dilation using a scale factor of 0.75. b. Find […]

Question Each phase of pharmaceutical clinical trial involves dosing patients with a drug, then drawing a sample of the blood every house for fifteen hours. An analytical chemist who tests the blood sample can pipet one sample every 15 seconds. How long will it take her to pipet the samples for 2 patients from a […]

Problem 1. Let m, n be nonnegative integers, and let ao, …, am and bo, …, bn be real numbers. Considerthe real-valued polynomial functionsmf (x) = do +Aajxig(x) = bo +Mbixij=1j=1You know from Calculus I that the functions f and g are differentiable. Assume that m and n are theresult.degrees for f and g, respectively, […]

1 ;34 1 2 Show that if I is a continuous real- valued function on [ a , 6\ satisfying` of ( 20 ) 9 ( 20 ) dac = 0 for every continuous function } on [a , 6], thenf ( ac ) = O for all ac in [ a , 6 ) […]

Question according to the us department of agriculture in 1996-1997 the production cost for planting corn was $246 per acre and the cost for planting soybeans was $140 per acre. The average farm used 445 acres of land to raise corn and soybeans and budgeted $85,600 for planting these crops. If all land and all […]

Question Hi, This page is from Course Hero. I would like to know how the duty cost per dozen was calculated for question 2 and 3. If duty is an import charge why is question 2 in Icelandic money? Can you help? Math

Hey! You can post the details of the project in an advanced question in the tab for advanced questions.Or you can ask it to me directly by going to my tutor profile page since I am available to…Math

Question Please give detailed proof of the following question: Prove that no equilateral triangle in the plane can have all vertices with rational coordinates. Excerpt From: Richard Johnsonbaugh. Foundations of Mathematical Analysis. Math

Question this is my calculus 3 homework of sequences and series Extra creditproblems# Find the sum of the series6n=1 ninth 203# Does S 2n+1n=1 ( n+ 1) 2converges or diverges.#Given n+2 = an . Prove S any is decreasing ?Math

2. i. Carefully, graph the function f(x, y)=-3x-3y+2 on the first octant of a properly labeled coordinate system.ii. Use a ruler to generate a contour map for the function f(x, y) = Vx – y , using z=0, 1, and 2 .iii. Given f(x,y)=-3-2x’y log, (2xquot;4xy3 -2x? yfind f,(x, y) . (Do not simplify.)3-2x’ y […]

Question If a triangle is inscribed in a circle corner points at the center and then 2 on the circumference, if you are given an angle using the center and the radius length, how do you find the area? Math

Question Find the accumulated value of an investment of $10,000 for 3 years at an interest rate of 5.5% if the money is a-compounded semiannually, b-compounded quarterly, c-compounded monthly, d-compounded continuously. Compound Interest formula :. A = P (1 + r jutIquot;1final amountinitial amount , which is $10, 00011interest rat = 3010 =gt; in decimal […]

y1(t)=(t+r)^3is a known solution of the linear differential equation: y (t+4)^2- 5y’ (t+4)+ 5 points. |Given that yl (t) = (t + r)3 is a known solution ofthe linear differential equation:(t+42y—5(t+4)y’+9y=fl t}—4 Use reduction of order to find the general solution of the equation. Math

Question Find the vector x determined by the given coordinate vector [x] b and the given basis B. Find the vector x determined by the given coordinate vector [x], and the given basis B.34B =3[X]B =0XE(Simplify your answers.)Math

{I} Fine any parfieulsr nontrivial way, if possible, to express the zero vector in 3amp;1 as a linear combination of the vectors[4,1], —2], [2, —1,{}} , and (5,4,—l] . Ifdoing this is possible, then write the linear combination in the manner discussed inclass. If this is not possible, explain whor it’s not. [2 points] Math

6 . 1( a ) For each of the following matrices A determine if it is diagonalizable . If it is , find a diagonal matrix !)and an invertible matrix P such that F- AP = D. ( You are not requested to find F-1, but it’s not a badidea to practice your skills in […]

Question 1) John’s sales last week were $251 less than three times Nancy’s sales. Together they sold $1123. Determine how much each person sold last week. 2) A restaurant holds 50 seats. Two types of seats are available the Friday night jazz festival: stage and dining. The cost of a stage is $15.00 and the […]

Question I have been working on this problem but I can seem to get it into the parameters that are being asked. The instructions are find the derivative of each function by using the product rule d(uv)/dx=(u)dv/dx+(v)du/dx. The instructions continue, Do not find the product before finding the derivative. The problem is: y=6x(3x^2-5x). I need […]

Determine whether the matrix is elementary. If it is, state the elementary row Question Determine whether the matrix is elementary. If it is, state the elementary row106OThe matrix is elementary. It can be obtained from the identity matrix by interchanging two rows.OThe matrix is elementary. It can be obtained from the identity matrix by multiplying […]

Question a) f(x) is continuous for all real numbers b) The limit as x approaches 1 does not exist c) f(1) does not equal the limit as x approaches 1 d) f(1) is not defined If f(x) is a continuous function defined for all real numbers, f(-10) = -2, f(-8) = 5, and f(x) = […]

Question Evaluate without using a calculator. a) log 0.00001 (2 marks) b) log3 729 (2 marks) c) log 1 (2 marks) 23. Express each of the following as a logarithm. Use a calculator to evaluate your answer correct to one decimal place. a) 6x = 27 b) 4x+2 = 23 24. The number of people […]

1 1 0 1 1 0*1: 2 gag: 0 ,173: 2 ,151: 2 332: 0 433: 21 —1 3 1 2 —1 Let T : R3 —gt; R3 such that T(17j) : 133-, j : 112, 3. Find the matrix A associatedto T in the canonical basis. Find a basis of its kernel and its […]

Rm is a one-to-one linear24. Prove that if’ T . {quot; – #` is a one – to- one linear transformation and S’ = (VI , I’ ] . …. It’ is a setof linearly independent vectors from # quot;, then ( TIVI ) , TIVE) . …. TIVE’!’ is a set of linearlyindependent vectors […]

Question Let A and B be invertible n × n matrices. C, D are a generic n × n and n × p matrices respectively. F = Dt D. Mark all statements that must be correct. a). DtA is a p × p matrix b). F is a p × p matrix c). (CD) t […]

Question The following are data regarding the years of experience (x) and monthly salary of drivers (y). xy2340034500656007670087900999001012300 Find the equation of the line or the general regression equation. Notes in inputting answer: -use small caps -round off numbers to the nearest whole number -do not add spaces between numbers and symbols use the format […]

Question er looking at the DRI tables you are concerned that you may not be able to afford the food that will provide enough protein for your diet. So, you decide to compare the price per gram of protein for the foods you commonly eat. The following four items were priced at Wal-Mart in 2014. […]

Question I need the exact value of Tan 5 PI/ 4. No Decimals. Can you please show me how to find this? I also need to sketch the angle and identify the reference angle. As well as terminal and tangent . Thank you Math

integral from 0 to s (bt+a)dt. Can you please explain me, what this Here the transformation T : P2 (s) −→ P2 (s) is defined byZs 2 T (as + bs + c) = (bt + a)dt.0 Let a1 s2 + b1 s + c1 , a2 s2 + b2 s + c2 ∈ P2 […]

Question 1. Find the x-coordinates of any relative extrema and inflection point(s) for the function f(x) = 3x(1/3) + 6x(4/3). You must justify your answer using an analysis of f ‘(x) and f (x). (10 points) 2. What is the maximum volume in cubic inches of an open box to be made from a 16-inch […]

Problem 6. Give the definition of a linearly independent set of vectors .Let {el . …. en’ be the standard basis of RX. Define fi = ejt eit1 . Prove that theset of1 . … . In – Is is linearly independent . ( Hint : Use induction . )Math

color:rgb(0,0,0)A company (1 point) A company manufacturers and sells x electric drills per month. The monthly cost andprice-demand equations are C(x) = 75000 + 50x, JC = 210— —, 0 lt; lt; 5000.p 30 J— (A) Find the production level that results in the maximum revenue. Production Level = (B) Find the price that the […]

The marginal cost of printing a poster when x posters have been printed Question The marginal cost of printing a poster when x posters have been printedThe marginal cost of printing a poster when x posters have been printed isdcdx21Xdollars. Find c(25) – c(9), the cost of printing posters 10-25.The cost of printing posters 10-25 […]

Question developped a real world scenario that illustrates the order of operations . Include a mathematical expression that represents your unique scenario and a steps by steps explanation of how the order of operations is used to find your answer. Math

Two Ferris wheels are rotating side by side at the Math Fair. The first Ferris wheel has a radiusof Tim and makes one complete revolution everv 16s. The bottom of the wheel is 1.5m abovethe ground. The second Ferris wheel has a radius of Em and completes one revolution mrv 2i] 5. Thebottom of this […]

The specific intelligences function in the context of the environment. Hence, it is important to have a proper understanding of the capacities that are central to the various types of intelligence. Continuing research by several scholars in the field has been unraveling the implications of the theory for education generally, and higher-order thinking in particular. […]

Teaching Methods – Visual and Performing Arts Mostly the s of arts are not given preference, when the schools are under constant pressure toimprove the academic performance in the subjects of science and math. Arts education makes up an important dimension of life so getting acquainted with the basic and specialized knowledge regarding the four […]

Target of Program Evaluation Plan, Part Target of Program Evaluation Plan, Part Introduction Exceptional students have educational needs that go past what is customarily offered in a normal classroom. The nature of their capabilities, demonstrated or dormant, need distinguished learning experiences, as well as opportunities, for students to make best use of their potential. Teachers […]

His impairment to communication is manifested when he was asked by the police of his age and he replied his exact age including the months and days. But one thing that made an impression on me was the incident in Mrs. Alexander‘s yard when the old lady offered him something to drink and eat. He […]

For quantitative research the first step in the research process is to develop a research topic. Research topics can be gained from a variety of areas but are generally related to the researcher’s background or interests. A notable point about researcher topics, however, is that they are very broad, so it is necessary to break […]

Significant Changes in Education Law Section 3012-c The revamp of the old law carried with it major changes in the evaluation process of teachers and principals, known as the new and improved Annual Professional Performance Review (APPR) system for teachers and principals. The new APPR system applies only to evaluations of teachers in the common […]

As a preliminary matter, it is my desire to join Year Up in Cambridge because your organization’s goals are consistent with my own, because I firmly believe that I will improve my ability to serve my community, and because this opportunity offers experiences and personal relationships that I would otherwise never be able to access. […]

The world is getting technology oriented and we can even feel it today.&nbsp. Technology permeates and affects every dimension of our life and it is expected that this trend will not only continue in the future but will become more intensive.&nbsp. Virtually almost all product s will have a component of technology and engineering and […]

Therefore, interviews can turn out to be deceiving. Selection tests can be used to identify a prospective employee’s ability. An example is through the use of aptitude tests (Jenkins &amp. Wolf, 2006).Employment testing is one of the tests used in the selection process. Potential employees are tested using written or oral questions determining a potential […]

3 750 Creating Visuals That Stimulate Learning. There are several ways of creating visuals that stimulate learning. The research centers on the factors ofcreating visuals. The research focuses on the different theories of visual design. Visual design significantly affects the stimulation of the learning process. First, Ruth Clark (2010) emphasizes words create visuals that enhance […]

Soon I realized that one needs to have his or her math in order if one has to be a successful performer in the life. In one of the session when I was 13, my grandpa asked me a simple question, “What would you prefer – working for 30 days to get paid 5 million […]

3 750 Reflection Paper: Women and Gender The dearth of women in scientific careers continues despite attempts by educators and legislators alike to equalize this prevailing gender gap. Research still attempts to find a definitive empirical explanation for women’s absence from the sciences. A recent column in the New York Times highlighted the findings of […]

11 2750 About 1,131 deaths were attributed to asthma in 2009, and 12 of these were less than 14 years of age (Asthma UK, 2012). For depression, it is considered the fourth leading cause of disability and disease in the world (NICE, 2011). In the UK, the prevalence of this disease in 2006 was 2.6%, […]

4 1000 Standardization is when norms and uniform procedures must be established for giving and scoring in a particular test. Reliability includes that the test should be such that measures stable and consistent scores when the test is administered the second time and lastly validity is when the results measure what the true purpose of […]

My answer about the relevance of my education to the discussed position was not very specific and I did not even indicate what position I applied for. I should have said it in this manner: “Good aural-oral command of the English language, knowledge on basic Math operations, and a competitive training on writing and composition […]

There is evidence that shows that student performs better when they are educated through music. Research indicates that music education help students to develop the foundational capability to learn and achieve a better understanding of other academic courses. Moreover, music education has shown to increase the development of skills, expertise, and knowledge required in the […]

Due to my state of sickness which had been an irregular yet acute fever, I was unable to take the final exam in Math 1A and this caused my overall grade to suffer an F-mark for the course when I failed to notify my instructor properly of the unfortunate health situation. The same fate went […]

It also allows students to learn both individually and in groups. This lesson will allow the impaired students to use their own senses. Their senses become highly developed, and they work on the ones they have shown deficiencies in. The lesson plan will also appeal to those with ADHD because of its stimulating and interactive […]

Nursing is a profession that requires experience in the field of emergency and I have gained this experience by working at a nursing facility. I believe that a nurse can only be successful if the nurse learns to accept challenges. The field of nursing has a variety of issues involved and I believe that I […]

10 2500 I derived much learning from my internship experiences. At that time, I was just in my late teens but felt so grown-up in the positions I held. As an assistant, I was given a good view of how things are done in work settings and watch my mentors implement their duties and responsibilities. […]

The essay ‘A Toddler’s Life Span’ describes the most impressionable age of a child when he is ready to learn things with ease. The Toddler should be constantly exposed to activities such as music, art, creativity, poetry, math and exercise. In order to make a child love to learn things, it is imperative that you […]

The key points of the Constructivist learning theory that make it useful for differentiation in teaching are that it: (1) helps students from different cultural and social backgrounds to interact more naturally. (2) provides a common ground for learning to take place. and (3) helps students to think and be creative, which is one of […]

At a young age I started to like animals and I felt this desire for my entire life. I made the decision to become a veterinarian two years ago. I wasbored at work having spent twenty five years doing tax returns. I asked myself if I could do it all over again, "What would I […]

A survey in the US high schools showed that about half of the public school teachers who had access to computers and Internet available in their schools used them for classroom instruction. About 61 percent of the teachers assigned students to use these technologies for word processing or creating spreadsheets most frequently, 51% used Internet […]

Question and their answer List 3 critical roles generally associated with school counselors A: Identifiable Capable Available And accountable2. Why is consultation important in terms of counseling EthicsA "The essence of a comprehensive school counseling program (is) to assure that each student has every possible opportunity to develop his or her potential" ("The essence of […]

The issue of the state of government transferring into an incredibly different area of governance, is one which is highly speculated and opinionated on in today’s world, as it is one of the most major causes of controversy and concern. there is an almost opposite meaning of the two terms of ‘government’ and ‘governance’, and […]

ADHD affects on an average 3 to 5% of children and is the most common mental health problem among young children in the U.S. Hyperactivity is manifested in the child always seeming to be in a hurry or constantly in motion. Impulsivity is common and the children seem unable to curb their immediate actions or […]

Problem definition: Strategizing optimum location for Manufacturing 2) Service Problem context and background: To better illustrate the case, we’ll consider a typical food processing industry, e.g. an abattoir that supplies packaged meat directly to Retail stores. The method used in IP is called "Hub location", solved using hub-and-spoke networks, which minimize transport cost across the […]

Mathematicians still use Leibniz’s notations and symbols as standards. (Burnham, 2001) This paper also discusses his philosophical writings which span decades.Leibniz was a child prodigy. According to differing sources, his father was a metaphysicist and/or a professor of moral philosophy. Regardless, as a true Renaissance man, Gottfried matured into both and many other things too. […]

An analysis of the article News in depth: Radio tunes out of Google in a rare miss for web titan — company misjudged capa of its technology to work beyond the Internet by Jessica E. Vascellaro According to Vascellaro (2009) Google thought of creating a mechanism that would be used by chief marketing officers so […]

What will be the impact on the efficiency and life style of the female faculty staff if they are provided with the massage facility in order to reduce the level of stress in imparting their too heavy pedagogical dutiesH3. The holistic participation in the health alternative practice of therapeutic massage treatments improve a lot the […]

2395562957089750241258295801110856242361315901312163243566346009130672452683461081387124677539620101487624768142630615478248485436407161822507924765012173892513954866091829325261015167021849225381095668011859225591186169051909625661246371041949825791336872011959725871407173011969825961467476011979826151517677011989926241557878022001002635160807901201100264216281265716985266817790267618392269218592270121971002712199993002201100 Data from Table 1 shows that 51% of the students scored below the Grade 11 Math Score of 252 indicating that half of the populations may be having difficulty with the subject. However we see from Table 2 that the median SAT Math Score of the students is 570. Since SAT scores range from […]

Students eventually end up in places that speak to their inner preferences and the areas that reflect the most amount of qualities subconsciously desired. The fitness obsession that has gripped America for the past several years appears not to have passed up Humber College Institute of Technology and Advanced Learning because at Humber, the gymnasium […]

room Scenario Mr. Hamilton was frustrated with Danny’s performance in Math because he believed that Danny could do much better than what he wasdoing in Math. Being a caring and responsible teacher, Mr. Hamilton feels very concerned about Danny’s performance and future. He wants to make Danny realize that he can do much better in […]

41000 In this essay, an attempt would be made to analyze the case and find a probable solution by making use of the ‘Cognitive Behavioral Theory.’ Nash had a mental health problem, schizophrenia, which had surfaced during middle age and stood as a stumbling block between his work and family. The gravity of the problem […]

“Make your lives extraordinary!” says the Robin Williams character, John Keating who encourages his students to follow their passions. He is an unconventional teacher who encourages his students not to follow by rote learning methods but to follow their passions and to learn to think for themselves. The character of Jaime Escalante, a Math high […]

61500 The first section of the article has been set apart to make an in-depth study of the STEM education situation in the US utilizing all the data available from previous studies. The second section comprises of a detailed review of the existing federal programs in this context, with a focus on a few selected […]

Chapter 6_ Freedom versus Relativism Chapter 6_ Freedom versus Relativism Define and explain the terms determinism, indeterminism, fatalism, predestination, universal causation, and freedom.Determinism This is the philosophical thought that each occasion or state of undertakings, including each human choice and movement, is the unavoidable and important outcome of predecessor states of issues. In other word, […]

Nevertheless, we will assess the hypothesis using a two-tailed test. So according to given conditions we state that null hypothesis and alternative hypothesis will be The scales utilized within the test instruments will be designed to denote the use of detailed statistical algorithms on the collected data. Preliminary data analysis will include descriptive statistics, which […]