1. In the figures below, the graphs of nine functions are shown. Each of the functions 9₁. 92 and gs is the derivative function of one of the functions fi. f or f₁. Each of the functions hy, hy and hy is the derivative function of one of the functions sh. 92 or 5s (and hence the second derivative function of one of the functions f1. Ja or fs). Find the appropriate combinations based on the given graph. (Do not try to find the equations of the functions!) X +

Q: Match the blue graph of each function to the black graph of its derivative by writing the letter (A,…

A: Consider the first function:

Q: The graph of function and its inverse is always symmetric to a. horizontal line b. y=x line c.…

A: The solution is given below

Q: 6. For the given functions:   i)  Find the inverse of f, ii)  Graph both functions on the same…

A: According to the given information: For part (i) it is required to find the inverse of functions.

Q: 1. Which of the following is the inverse to the function Ax) = 3x – 6 ? a. 1 1 3x 6 s) = - 3x + 6 b.…

A:

Q: Choose the correct equation(s) for the function shown in the graph. Select all that apply. y %24 1.…

A:

Q: 3. -2y = x + 4, 0 <x< 4

A: Given: The function is -2y=x+4. The interval for the function is 0&lt;x≤4

Q: Complete the following tables, and give the rule for the function y= Ca*. а.) -1 1 2 4 Ca 1/2 32 y=…

A:

Q: Imagine that you are studying how the number of rabbits and chipmunks evolved between 1950 and 2000…

A: a)Using R as a symbol for rabbits, C as the symbol for chipmunks, and Y as the symbol for years.…