Find the absolute maximum and absolute minimum values of the function, if they exist, over the indicated interval, and indicate the x-values at which they occur.f(x) = 
x3 - 
x2 - x + 4; [0, 2]
A. Absolute maximum = 5.33 at x = 2; absolute minimum = 4.29 at x = 0
B. Absolute maximum = 4.29 at x = 0; absolute minimum = 3.17 at x = 1
C. Absolute maximum = 4 at x = 2; absolute minimum = 3.17 at x = 1
D. Absolute maximum = 5.33 at x = 2; absolute minimum = 3.17 at x = 1
Answer: D
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Find the range of the quadratic function.f(x) = x2 + 5
A. [-5, ?) B. [0, ?) C. [5, ?) D. (-?, 5]
Solve the inequality. Express your answer in set notation.x2 ? 1
A. {x| -1 ? x ? 1} B. {x| x ? -1 or x ? 1} C. {x| -1 < x < 1} D. {x| x ? 1}
Perform the operation indicated. Simplify.
+ 
A. 3x + 9
B. 
C. 
D. 
Solve the problem.In 1995, 2.3 million cubic feet of methane gas were added to the atmosphere, and the amount was growing at a rate of 1% per year. How much methane will be in the atmosphere in the year 2000?
A. 14 million cubic feet B. 7.5 million cubic feet C. 10.6 million cubic feet D. 11.8 million cubic feet