A) $201,516.38
B) $209,092.540
C) $209,092.54
D) -$209,092.54
E) $221,408.97
Correct Answer
verified
Multiple Choice
A) Shortening the investment time period
B) Paying interest only on the principal amount
C) Paying simple interest rather than compound interest
D) Paying interest only at the end of the investment period rather than throughout the investment period
E) Increasing the interest rate
Correct Answer
verified
Multiple Choice
A) The City Bank account is currently worth $2,076.42.
B) The City Bank account has paid $48.19 more in interest than the Country Bank account.
C) The Country Bank account is currently worth $2,170.32.
D) The Country Bank account has paid $72.24 more in interest than the City Bank account.
E) The Country Bank account has paid $61.30 more in interest than the City Bank account.
Correct Answer
verified
Multiple Choice
A) decrease the interest rate.
B) decrease the number of compounding periods.
C) increase the time period.
D) decrease the time period.
E) decrease the lump sum amount.
Correct Answer
verified
Multiple Choice
A) $30,106.14
B) $30,929.02
C) $31,374.89
D) $29,875.06
E) $29,638.94
Correct Answer
verified
Multiple Choice
A) only at the beginning of the investment period.
B) on interest.
C) only on the principal amount originally invested.
D) on both the principal amount and the reinvested interest.
E) only if all previous interest payments are reinvested.
Correct Answer
verified
Multiple Choice
A) $36,408.70
B) $40,023.03
C) $39,580.92
D) $40,515.08
E) $37,449.92
Correct Answer
verified
Multiple Choice
A) 3 percent simple interest
B) 3 percent interest, compounded annually
C) 2 percent interest, compounded annually
D) 4 percent simple interest
E) 4 percent interest, compounded annually
Correct Answer
verified
Multiple Choice
A) 6 years
B) 7 years
C) 8 years
D) 12 years
E) 14 years
Correct Answer
verified
Multiple Choice
A) The period of time she has to wait until she reaches her goal is unaffected by the compounding of interest.
B) The lower the rate of interest she earns, the shorter the time she will have to wait to reach her goal.
C) She will have to wait longer if she earns 6 percent compound interest instead of 6 percent simple interest.
D) The length of time she has to wait to reach her goal is directly related to the interest rate she earns.
E) The period of time she has to wait decreases as the amount she invests increases.
Correct Answer
verified
Multiple Choice
A) $0
B) $6,827.04
C) $7,553.52
D) $7,109.16
E) $8,266.49
Correct Answer
verified
Multiple Choice
A) remain constant, regardless of the investment time period.
B) decrease if the investment time period is shortened.
C) decrease if the investment time period is lengthened.
D) be equal to $0.
E) be infinite in value.
Correct Answer
verified
Multiple Choice
A) 4.15 percent
B) 4.37 percent
C) 4.29 percent
D) 4.53 percent
E) 4.58 percent
Correct Answer
verified
Multiple Choice
A) $10,665.75
B) $11,428.09
C) $9,110.24
D) $10,113.33
E) $11,617.07
Correct Answer
verified
Multiple Choice
A) compounding.
B) factoring.
C) time valuation.
D) simple cash flow valuation.
E) discounted cash flow valuation.
Correct Answer
verified
Multiple Choice
A) 6.22 percent
B) 6.01 percent
C) 7.23 percent
D) 6.49 percent
E) 7.07 percent
Correct Answer
verified
Multiple Choice
A) The present value is inversely related to the future value.
B) The future value is inversely related to the period of time.
C) The period of time is directly related to the interest rate.
D) The present value is directly related to the interest rate.
E) The future value is directly related to the interest rate.
Correct Answer
verified
Multiple Choice
A) 36.57 years
B) 31.08 years
C) 34.55 years
D) 32.08 years
E) 37.57years
Correct Answer
verified
Multiple Choice
A) Both Stacey and Kurt will have accounts of equal value.
B) Kurt will have twice the money saved that Stacey does.
C) Kurt will earn exactly twice the amount of interest that Stacey earns.
D) Kurt will have a larger account value than Stacey will.
E) Stacey will have more money saved than Kurt.
Correct Answer
verified
Multiple Choice
A) 11.89 years
B) 12.02 years
C) 11.39 years
D) 11.17 years
E) 10.58 years
Correct Answer
verified
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