Solve the problem.The value of a retirement savings account with a monthly contribution of $150 (contributions made at the end of each month, including the last month), and an APR of 6.0% (compounded monthly) after 40 years is $298,723.61. Find the value of this retirement savings account after 45 years. Round your answer to the nearest cent.
A. $426,593.02
B. $382,938.32
C. $400,326.64
D. $400,660.01
E. $413,398.89
Answer: E
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Solve the problem.During 1991, 200,000 people visited Rave Amusement Park. During 1997, the number had grown to 834,000. If the number of visitors to the park obeys the law of uninhibited growth, find the exponential growth function that models this data.
A. f(t) = 634,000e0.238t B. f(t) = 200,000e0.248t C. f(t) = 200,000e0.238t D. f(t) = 634,000e0.248t
Rewrite with rational exponents.
A. -171/7
B. 71/17
C. 
D. 171/7
Solve the problem.Find (fg)(x) given f(x) = 9x - 1 and g(x) = 3x - 9.
A. 27x2 - 12x + 9 B. 27x2 + 9 C. 27x2 - 84x + 9 D. 12x2 - 84x - 10
Find the indicated term of the sequence.The thirteenth term of the arithmetic sequence 0, 9, 18, ...
A. 126 B. 117 C. 96 D. 108