Solve the equation.logy 6 = 5
A.
B. 51/6
C. 65
D. 61/5
Answer: D
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Find, if possible, the (global) maximum and minimum values of the given function on the indicated interval.H(x) = 6 - 7x2 on [-2, 3]
A. Maximum value H(0) = 12; minimum value H(3) = -22 B. Maximum value H(0) = 42; minimum value H(-2) = -22 C. Maximum value H(0) = 6; minimum value H(3) = -57 D. Maximum value H(0) = 7; minimum value H(3) = -69
Solve the equation and check your solution. = -
A. -2, 2 B. 2 C. -2, 0, 2 D. no solution
Suppose that in the loan described, the borrower made a larger payment, as indicated. Calculate (a) the time needed to pay off the loan, (b) the total amount of the payments, and (c) the amount of interest saved, compared with the original loan and payments.$140,000; 8% compounded quarterly; 15 quarterly payments; with larger payment of $16,000.
A. (a) 10 quarters (b) $155,463.69 (c) $7969.86 B. (a) 9 quarters (b) $144,000 (c) $8034.86 C. (a) 9 quarters (b) $147,493.83 (c) $7937.86 D. (a) 10 quarters (b) $160,000 (c) $8092.86
Use a graphing utility to find the indicated limit rounded to two decimal places.
A. 2.04 B. 2.96 C. 3.00 D. 2.00