2. Sketch the graph of a function, f, that is continuous everywhere, with the possible exceptions of the given information. f(2)= 5, f'(2) = -3, f'(5) = 0, f(5) = 1 Homework 2.8

Q: 1 -x – 5, – 3 < x < 6 2 1 ermine the domain of f-'. Write your answer rval Notation. Round to two…

A:

Q: How would you transform the function given by f(x) = |x| to fit the data shown? YA f(x) = |x| 4 2 -6…

A: Given:

Q: (1 point) Use the given graph of the function f to find the folloW 1.(-4) = 2. (-3) = 3. f (0) = %3D…

A: 1) f-1(- 4) = - 1

Q: 1.Make a table for n=1,2,3,…,10 to compare the functions f(n)=n^2, g(n)=2^n and h(n)=n! and graph…

A: Make table as needed:  n f(n) g(n) h(n) 1 1 2 1 2 4 4 2 3 9 8 6 4 16 16 24 5 25 32 120…

Q: 1. + + -1 1 2 3. a. Use the graph to explain why, for h > 0, f(a – h) – f(a) -h f(a + h) – f(a) <…

A: The formula for f’(x) for f(x) = 2x is given asddxax=axlnaif a=2 then:ddx2x=2xln2f'x=2xln2

Q: Determine all values of x for which the slope of the line tangent to y=x³ - 4x² +9x-1 is 5.

A:

Q: Sketch the graph of the function f to determine the type of discontinuity at each x-value. x2 +2, if…

A:

Q: 4x²–2x 1. f(x):

A: