Solve the problem.The sales of a new product (in items per month) can be approximated by 
, where t represents the number of months after the item first becomes available. Find the number of items sold per month 3 months after the item first becomes available.
A. 4325 items per month
B. 725 items per month
C. 2325 items per month
D. 525 items per month
Answer: D
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Given the following function, find the indicated values. Then write the corresponding ordered pairs.Find h(-1), h(0), and h(8) when h(x) = -7
A. (-7, -1), (-7, 0), (-7, -7) B. (-1, -7), (0, -7), (8, -7) C. (-1, 7), (0, 7), (8, 7) D. (-1, 7), (0, 0), (8, -56)
Solve the problem.To solve the rational inequality 
? 2, you can first write the inequality with 0 on one side and the other side expressed as a single fraction. What value or values of x make the numerator of that fraction equal to 0?
A. {2} B. {-2} C. {2, 3} D. {3}
Solve the problem.The value of a particular investment follows a pattern of exponential growth. In the year 2000, you invested money in a money market account. The value of your investment t years after 2000 is given by the exponential growth model A = 1500e0.067t. By what percentage is the account increasing each year?
A. 6.9% B. 7.4% C. 7.1% D. 7.3%
Solve the equation or inequality.
? 0
A. {8} B. (-?, 8) C. {-8} D. ?