For the graph of the function y = f(x), find the absolute maximum and the absolute minimum, if it exists.
A. Absolute maximum: f(6) = 5; Absolute minimum: f(1) = 2
B. Absolute maximum: f(2) = 7; Absolute minimum: f(3) = 0
C. Absolute maximum: f(5) = 6; Absolute minimum: f(2) = 1
D. Absolute maximum: f(7) = 2; Absolute minimum: f(0) = 3
Answer: C
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Find the component form for the vector with the given magnitude and direction angle ?. Round values to the nearest tenth.
= 89.8, ? = 279.3°
A. 
B. 
C. 
D. 
Solve the application by adding or subtracting appropriately. Answer with a complete sentence.In a practice run, a race car driver's speed is clocked at 139.072 mph at the end of her first lap, and at 164.418 mph at the end of the next lap. How much faster was she driving at the end of the second lap?
A. At the end of the second lap she was driving 25.356 miles per hour faster. B. At the end of the second lap she was driving 25.246 miles per hour faster. C. At the end of the second lap she was driving 25.346 miles per hour faster. D. At the end of the second lap she was driving 26.346 miles per hour faster.
Find the domain and the range of the function.
A. D: x ? 0, R: y ? 0 B. D: x > 0, R: y > 0 C. D: x ? 0, R: y ? 0 D. D: All real numbers, R: All real numbers
Find the slope of the line.
A. 2
B. -2
C. - 
D. 1