Solve the problem. Round to the nearest cent.Find the deposit required to accumulate $14,800 after investing 6 years in an account that pays an APR of 4% compounded annually. How much is earned in interest?
A. $12,164.52; $2635.48
B. $11,696.65; $3103.35
C. $18,726.72; $3926.72
D. $3.58; $14,796.42
Answer: B
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Solve the problem.Find the value of a retirement savings account with an annual contribution of $600 (contributions made at the end of each year, including the last year), and an APR of 6.6% after 40 years. Round your answer to the nearest cent.
A. $105,379.14 B. $108,100.43 C. $115,835.05 D. $100,844.67 E. $110,898.96
Find í if a = 13 and b = 20.7.
a. 32.13ø
b. 30.54ø
c. 57.87ø
d. 59.46ø
e. 61.91ø
Determine the real zeros of the polynomial and their multiplicities. Then decide whether the graph touches or crosses the x-axis at each zero.f(x) = 5(x - 1)(x + 6)4
A. 1, multiplicity 1, crosses x-axis; -6, multiplicity 4, touches x-axis B. -1, multiplicity 1, crosses x-axis; 6, multiplicity 4, touches x-axis C. -1, multiplicity 1, touches x-axis; 6, multiplicity 4, crosses x-axis D. 1, multiplicity 1, touches x-axis; -6, multiplicity 4, crosses x-axis
Solve the problem.The height of an object dropped from a tall building is h0 - 16t2, where t is the elapsed time in seconds and h0 is the initial height in feet. If a package is dropped from an initial height of 650 feet, what is its height after 5 seconds?
A. 325 ft B. 975 ft C. 394 ft D. 250 ft