Solve the problem.Locate and identify the absolute extreme values of sin (ln x) on 
A. Absolute maximum at (e?/2, 1); absolute minimum at (4, sin (ln 4))
B. Absolute maximum at (e?/2, 1); absolute minimum at 
C. Absolute maximum at(5, sin (ln 4)); absolute minimum at (e?/2, -1)
D. Absolute maximum at (5, sin (ln 4)); absolute minimum at (4, sin (ln 4))
Answer: A
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A. 10 B. -8 C. 8 D. -10
Find the solution to the system by addition (elimination) method.x + y = -3x - y = 11
A. (4, 7) B. (3, -7) C. (4, -7) D. (3, 4)
Find the foci of the ellipse.5x2 + 3y2 - 20x + 18y + 32 = 0
A. (-2, 3 + 
) , (-2, 3 - 
)
B. (2, -3 + 
) , (2, -3 - 
)
C. (2 + 
, -3) , (2 - 
, -3)
D. (2, -3 + 
) , (2, -3 - 
)
Solve the problem.Gillian has $10,000 to invest in a mutual fund. The average annual rate of return for the past five years was 12.25%. Assuming this rate, determine how long it will take for her investment to double.
Fill in the blank(s) with the appropriate word(s).