Exam 9: New Functions From Old

Select the equation whose graph is the graph of shifted 10 units to the right.

Find the annual growth factor for a quantity that doubles every 98 days. (Round the answer to 2 decimal places.)

Use the table to evaluate the function :

Find . where and

Find a polynomial function with horizontal intercepts -6, 2, and 6 and vertical intercept -72. Write your answer in standard form, .

At most how many turning points does the graph of have?

At most how many horizontal intercepts does the graph of have?

Select the choice which best describes the graph of .

Use the table to evaluate the function : (Round the answer to 2 decimal places if necessary.)

Evaluate . where and Give an exact answer in the form of a reduced fraction.

Find the domain of the function

Identify this graph as symmetrical about the x-axis, y-axis, or the origin.

State the domain of this function?

Determine whether or not the function whose graph is pictured has an inverse.

For the function identify any A) vertical asymptotes and B) horizontal asymptotes. Enter the equation of the asymptote (use reduced fractions).

Which equation describes the graph

Which of the following describes the polynomial pictured?

If graph A is the graph of , which of the following will yield graph B?

If graph A is the graph of , which of the following will yield graph B?

Select the choice which best describes the graph of .