Determine the intervals on which the function is increasing, decreasing, and constant.
A. Increasing on (-1, ?); Decreasing on (-?, -1)
B. Increasing on (-?, -1); Decreasing on (-1, ?)
C. Increasing on (1, ?); Decreasing on (-?, 1)
D. Increasing on (-?, 1); Decreasing on (1, ?)
Answer: A
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Provide an appropriate response.Find any local extrema (maxima, minima, or saddle points) of 
given that 
and 
A. Local maximum at 
saddle point at 
B. Local minimum at 
saddle point at 
C. Local minimum at 
saddle point at 
D. Local maximum at 
saddle point at 
A cleaning process is removing salt from a pool. The amount S, in pounds, of salt remaining after t hours is given in the following table. Use exponential regression to find the percentage decrease in salt over any 4-year period. Round your answer to two decimal places. Round your answer to two decimal places. t 1.16 4.83 8.44 11.55 15.43 S 23.29 12.16 5.54 3.04 2.16?
A. 64.00% B. 50.21% C. 65.93% D. 49.06%
Find the square root, rounded to hundredths if necessary.
A. 1.32 B. 1.307 C. 1.34 D. 1.00
Translate the statement into a mathematical expression.There were 50 men and women at a meeting. If m of them were men, how many were women?
A. 50m
B. 
C. 50 + m
D. 50 - m