3. In commuting to work, a professor must first get on a bus near her house and then transfer to a second bus. Let Y denote the waiting time (in minutes) for the school bus. Assume the total waiting time Y has the pdf Osy<5 5 25 5 sys 10 y < 0 or y > 10 a. Sketch a graph of the pdf of Y. b. Verify that , fy)dy =1. c. What is the probability that total waiting time is at most 3 min? d. What is the probability that total waiting time is at most 8 min? e. What is the probability that total waiting time is between 3 and 8 min?

Q: Find dy/dr. 3

A:

Q: Evaluate. x? + x – 3 dæ Preview %3D

A:

Q: . Get the derivative of the given function. 2. y - In 7x

A: Solving the problem by finding the derivative of the function.

Q: f = y/x

A: Given function f=yx The gradient of the function f(x,y) is given by ∇f=∂f∂xi^+∂f∂yj^.

Q: _1. Which is the process of using implicit differentiation? A. Derive with respect to x, derive with…

A: Given: Which is the process of using implicit differentiation?

Q: I.1. 2ry dy dx

A: Evaluate: ∫12∫04 2xy dy dx

Q: If y =x°, find y (4). The y (4) is Blank 1. Blank 1 Add your answer

A:

Q: line segments and a semicircle,

A:

Q: Make a sketch z<0.18

A: To make the sketch

Q: y=x²-2xe*+2le

A: Given: y=x2ex-2xex+2ex &amp;  Px,y=1,e  As we know that; The slope of the tangent line to the curve…

Q: Evaluate. 8. 12e3 dx

A:

Q: dy Find for the function y = etanz

A: Differentiation

Q: 3. = 2x-y х+3у

A: We will differentiate the given problem with respect to x.

Q: 1 x² +5 -dx 3√x

A: We need to find ∫x12+5x3dx

Q: 2. The graphs of the functions y = sin x and y = cscx have the same range. b. False a. True

A: NOTE: Refresh your page if you can't see any equations. . as we know, the range of the sine…

Q: Question: Which graph represents  y = -2/3x - 3

A: The given equation of line is  y = (- 2/3)x - 3

Q: Lesson 7 CL Activity # 1 #4 4. S(x) = (2x-6)* 4. f(x) =- (x+3) (2х-6)

A: We are asked to find the second deritives.

Q: 2. -4 let u= dx=

A: Indefinite Integration using substitution

Q: pdf. Carefully sketch a function which has the following sign charts. + + f' x=0 x-2 f" x-1 +

A:

Q: calculate the derivative.

A:

Q: The qAth derivative fx)= (x

A: