Determine any local or absolute extrema as indicated.Use the graph of f to estimate the local extrema.
A. Local maximum: approx. 8.08; local minima: approx. -7.67 and 2.75
B. Local maximum: ?; local minima: -2 and 3
C. Local maximum: 1; local minima: -2 and 3
D. No local maximum; local minimum: approx. -7.67
Answer: A
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Solve the problem by integration.Under specified conditions, the time t (in min) required to form x grams of a substance during a chemical reaction is given by 
Find the equation relating t and x if x = 0 g when 
A. t = 
ln 
+ 
ln 
B. t = 
ln 
- 
ln 4
C. t = 
ln 
- 
ln 
D. t = 
ln 
+ 
ln 4
Find the date due and the maturity value.
A. Date Due: Aug 28 Maturity value: $7097.57 B. Date Due: Aug 28 Maturity value: $7631.80 C. Date Due: Aug 27 Maturity value: $7180.83 D. Date due: Aug 27 Maturity value: $7101.81
Solve the problem.There are 7 L of juice in the fridge and Maria drinks 300 ml of the juice. How much juice remains?
A. 69,700 mL B. 6700 L C. 7300 mL D. 6700 mL
Solve the inequality. Write the solution set in interval notation and graph it.
(x + 5) > 
(x + 5)
A. (-?, 5)
B. (-?, -5)
C. (5, ?)
D. (-5, ?)