5. If g|| h, m/3= 5x - 9, and m/2 = 3x + 23, then g. a. mz1 = 3 b. mz2% D h- 2 4 c. mZ4 = 1. Per

Q: z dz 2). S: 25+16z2

A: We can find the integration as below.

Q: Minimize c = 2r + s > 30 Subject To: 20 3s 2 30 And Where: {r > 0, s > 0} + + + ||

A: Given that, The objective function, Minimize c = 2r + s. Subject to the constraints, We solve the…

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A:

Q: An online subscription service has calculated the ratio of active subscriptions to expired…

A: Answer: Given that, The ratio of active subscriptions to expired subscriptions and found that the…

Q: et dt 3/2 +8 e' +

A: Given integral is, ∫ete2t+8et+732dt. It is integrated by applying u-substitution method, Substitute…

Q: 5. St V1-t dt

A: We solve this integration by substitution method by putting                         1 - t3 = u…

Q: a. The percentage of bone density scores that are significantly high is 2.28 %. (Round to two…

A: Mean = 0 s = 1

Q: S( 7x3 – 5 vx +. 18 V +x-40 ) dx x3 10 2x³/2 + 12x³/2 - -394 C с 7 10 x³/2 + 12x¬³/2.1 x-39, C 39 39…

A: Given∫7x3-5x+18xx3+x-40dx=∫7x3dx-∫5xdx+∫18xx3dx+∫x-40dx∫7x3-5x+18xx3+x-40dx=7∫x3dx-5∫xdx+18∫x-52dx+∫…

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A: The random variable price follows binomial distribution. We have to test whether the increase in…

Q: where wage is measured in hourly wage and female is a dummy variable (1 if the person is female, and…

A: a) Formula for R2: R2=1-RSSSST    =1-SST-SSR148.33   =1-148.33-127.62148.33   =1-0.1396   =0.8604…

Q: (in) S 15:22 15-z dx. u = (M S 15 - TV9 – a² dx. u= (vi) S dr. u = 22+15

A:

Q: 4[8,(t-2) rect(r)dt

A: we have,  I=4∫020δ4t-2recttdt we know that  ∫t1t2xtδt-t0dt=xt0 ;   t1<t0<t20       ;…

Q: In z dz z4 e

A:

Q: 3. The value of k in the variation models y = kx and y = is called the of

A: The value of k in the variation models y=kx and y=k/x  is called

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A: Since p1 and p2 denote proportion of damaged crop from kelp and no kelp group respectively, hence…

Q: Problem is given: Twenty people were attacked in London by a disease and only 18 survived. Will you…

A:

Q: 5. Given that mz1 42°, mz2 = x2, mzC =D %3D K C E D

A:

Q: Is there a relationship between the number of hours per week a high school student spends on…

A: Note: Thank you for the question. It is our understanding that the conclusion has to be drawn based…

Q: Suppose John has a torn tendon and is facing surgery to repair it. The surgeon explains the risks to…

A: Let us denote: A= infection  B= Repair fail  Given that P(A)=3%=0.03 , P(B)= 17%=0.17 P(A and…

Q: 4. Two people on bikes are separated by 350 meters. Person A starts riding north at a rate of 5…

A:

Q: Suppose the relationship between Y and X is given by: Y = 3.1415 + 6X + error  By how much does…

A: Given : Y = 3.1415 + 6X + error  Slope = coeff of x = 6

Q: We want to know if the average time to give birth for a first time mom is different than for a woman…

A: Here we have to check whether given statement is true or false. Regarding the given hypothesis.

Q: 2. If a runner traveled a distance of d(h) = v16h4 in time t(h) = 3h – 3h - 5h2, what is the…

A: We will find the distance as following.

Q: the rate of 2 per rupee and those less than 18 cms. at 3 per rupee and those more The length of…

A:

Q: 1. v20x*y 6. V121x*y* = 2. V147a'b5 7. V625u1ºv16 15 11 3. 320p°q" 8. V224pq" 9. V27w²z° 13 4. V7…

A: Authoring guidelines:…

Q: The probability of not matching the salts ratio to sand from a given source is 0.2 and the…

A: The probability of not matching the salts ratio to sand from a given source = 0.2  The probability…

Q: S öz (vā - z°) dz =

A: indefinite integral

Q: _4. In evaluating: S(3x² – 4x + 2)*(3x – 2)dx, if u = 3x2 – 4x + 2, what is du? А. 6х —4 В. 6х dx C.…

A: As per guidelines we have to solve only three

Q: Assume that a factory can produce a quantity 2x3 + x°y + y4 of goods, when x is skilled workers, and…

A: Here we use the concept of implicit differentiation.

Q: 1) If Var(X-Y) = 2, Var(X+ Y) = 4, E(X) = 3 and E(Y) E(XY)? = 1, than what is

A: According to bartleby experts guidelines we can answer only question. Rest can be repost.

Q: What value of c will satisfy y(x) = c(1 – x²) given y(0) = 1? 2 O Option 1 Option 2 3 Ontion 3…

A: Let's find.

Q: S(2 + e2*)³dx

A:

Q: 9. S(9 + 8y – y²)= dy

A: Topic = Integration As per guidelines , At  a time only one question can be answered . please repost…

Q: ... a. The percentage of all possible values of the variable that lie between 7 and 16 is %. (Round…

A: Here A variable is normally distributed with mean 11 and standard deviation  2 Here take variable as…

Q: 30 If g(y) - (v- 11y + 18) lly + 18)*, find g'(y) = 30(v - 1ly+18) ) 29 (2y – 11)

A:

Q: Suppose that we have two attributes, gender and programs and, we observe the values of both…

A: Given that T=28 The two way table is,   Computing Engineering Electronics and Instrumentation…

Q: 1. If r lf(r)]+3[f (m) 32 and f(3) = 2, md f(3)

A:

Q: 6 6 If f(x) dx = 33 and g(x) dx = 14, find | [3f(x) + 4g(x)] dx.

A: We know that, for a constant k, ∫k·fxdx=k∫fxdx        ⋯⋯1 We have, ∫06fxdx=33 and ∫06gxdx=14

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A: Person's product moment coefficient correlation is given by,   In the above table, sample size is n=…

Q: 39. If z = 5x² + y² and (x, y) changes from (1, 2) to (1.05, 2.1), compare the values of Az and dz.

A:

Q: How to Compute t and p for the difference between means?

A:

Q: 7) If z varies directly with x and inversely with the square of y, when x = 6, y = 3, and z = 4,…

A:

Q: Suppose M = max{2x for x E [0, 4]}, then the value of M is

A: The objective of the question is determine the maximum value of M.

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A: The random variable X follows normal distribution. We have to find the sample size. This is z-test…

Q: Suppose the manufacturer of a new drug wants to test H,: 0 = 0.8 versus H,: 0 = 0.6 ere 0 is true…

A: Note: Hi there! Thank you for posting the question. As you have posted multiple questions, as per…

Q: 1E F 2m + 40° 2 42° y 3 70° 1 42° H

A:

Q: On a psychological test with H = 88 and o = 12 , Carlo scores 8 points below the mean, Nick had a…

A:

Transformation of Graphs

The word ‘transformation’ means modification. Transformation of the graph of a function is a process by which we modify or change the original graph and make a new graph.

Exponential Functions

The exponential function is a type of mathematical function which is used in real-world contexts. It helps to find out the exponential decay model or exponential growth model, in mathematical models. In this topic, we will understand descriptive rules, concepts, structures, graphs, interpreter series, work formulas, and examples of functions involving exponents.