1. You have the following PDF: f(x) = { 1≤x≤e. (a) Find the value of c such that this is a valid PDF. (b) Calculate E(X). (e) Calculate V(X).

Q: Consider the pdf shown. Determine (a) the constant b in terms of a. (b) P(X>a). (c) P(a sX S 3a).…

A: As per bartleby guidelines we can solve only first three subparts and rest can be reposted

Q: f(x) = Ve

A:

Q: TRUE / FALSE) For two pdfs f(x) and g(x), f(x)g(x) is a pdf.

A: Solution

Q: C. f [x) = ler -x %31

A:

Q: 11) find the derivative of the function.

A:

Q: Find (fo n(x). Find the domain of (fo n(x). (Enter your answer using interval notation.) Find (go…

A: Answer

Q: If f(x) is a pdf, then f(x) can take any value in R (i.e., f(x) can be any real number). O True…

A: We have given that the statement about to the probability density function (pdf) f(x).

Q: derivative

A: Please refer to the image below

Q: Determine whether f(x) = e-lxl is even or odd.

A:

Q: If f is the linear function f = 3x - 1, what is the value of ? dx

A: Given: f(x)=3x-1 To find out: df/dx

Q: Let g be the following function that gives the values of y in terms of the values of x.\\\\ g(x) =…

A: Given function, g(x) = 12 - 5x  a) The formula for average rate of change of a function g(x) on…

Q: Find the derivative. f(x) = 20x1/2 - 1x20 %3D O 10x1/2 - 10x10 10x-1/2 - 10x19 10x-1/2- 10x10 O…

A: Given that  fx=20x12-12x20 The derivative property used here is ddxfx-gx=ddxfx-ddxgx and…

Q: p(x) = x / 5 x = 1,0,1

A: Given, p(x) = x / 5 ;        x = 1,0,1

Q: 1 3. Let f (x) = 4x +- х Find f'(x) S f(x)dx а. b. Find

A: Here given as fx=4x+1x Differentiate as f'x=ddx4x+1x=ddx4x+ddxx-1=4-x-2=4-1x2

Q: Find the derivative of the ff. 3. f(x)= +an (x²- 2x) 8.h(x) = (4) -* -x2

A: Using chain rule.