Use the Montonicity Theorem to find where the function is increasing and where it is decreasing.h(t) = 
A. Increasing on (-?, 1], decreasing on [1, ?)
B. Increasing on (-?, 0], decreasing on [0, ?)
C. Increasing on (-?, ?)
D. Increasing on [0, ?), decreasing on (-?, 0]
Answer: B
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Assume that the function 
is increasing on the horizontal span of 2 to 25. Then the maximum value of 
on this horizontal span is 
data-wiris-created="true" varid="variable_id_field" variablename="impvar_e0ba5da7ba164426bf4284025" />. Answer the following statement true (T) or false (F)
Estimate the value of the quantity.A swimming pool has a leak. The leak is getting worse. The following table gives the leak rate every 6 hours.
Suppose it keeps leaking 6.3 gallons every 6 hours. After losing 3500 gallons the leak is fixed. Approximately how long did the leak last? Use the right endpoints to estimate the first 48 hours.
A. 55.86 hours B. -79.60 hours C. 33.75 hours D. 27.75 hours
Subtract in the indicated base.
A. 9684 B. 3124 C. 3034 D. 3214
Solve the problem.A gas station sells 4820 gallons of regular unleaded gasoline on a day when they charge $4.05 per gallon, whereas they sell 3849 gallons on a day that they charge $4.10 per gallon. Find a linear equation that expresses gallons sold, G, in terms of price, p.
A. G = -19,420p + 83,449.2 B. G = -19,420p + 83,454.8 C. G = -19,420p + 83,471 D. G = -19,420p + 83,487