Identify the function's local and absolute extreme values, if any, saying where they occur.h(x) = 
A. local minimum at x = -2; local maximum at x = 4
B. local minimum at x = -3; local maximum at x = 4
C. local minimum at x = -2; no local maxima
D. no local extrema
Answer: A
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Solve the problem.The sum of the numbers 14.332, 19.631, 20.572, 21.315, and 24.15 is 100.000. Adjust the list so that the numbers are shown to the hundredths place and their sum is 100.00.
A. 14.33, 19.63, 20.58, 21.31, 24.15 B. 14.34, 19.62, 20.57, 21.32, 24.15 C. 14.34, 19.63, 20.57, 21.31, 24.15 D. 14.33, 19.63, 20.57, 21.32, 24.15
Perform the indicated operation without the use of a calculator and express each answer in scientific notation.
A. 4 × 10-1 B. 4 × 101 C. 4 × 1015 D. 4 × 10-15
Graph the numbers on the real number line.x ? -7
A. 
B. 
C. 
D. 
Find the largest open interval where the function is changing as requested.Decreasing y = 
+ 7
A. (0, ?) B. (-7, 7) C. (7, ?) D. (-7, 0)