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Maurice borrowed $6,000 from Heidi on April 23 and agreed to make payments of $2,000 on June 1 and $2,000 on August 1, and to pay the balance on October 1. If simple interest at the rate of 10% was charged on the loan, what is the amount of the third payment?

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How long will it take for an investment of $9,000 at 3.75% to earn interest of $250?


A) 74 days
B) 163 days
C) 218 days
D) 270 days
E) 741 days

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Determine a) whether the earlier or later payment has the greater economic value at the given interest rate and b) the interest rate at which the two payments would be equivalent: Determine a) whether the earlier or later payment has the greater economic value at the given interest rate and b) the interest rate at which the two payments would be equivalent:

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a) the lat...

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A late payment of $850.26 was considered equivalent to the originally scheduled payment of $830.00, allowing for interest at 9.9%. How many days late was the payment?

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Calculate the missing value: Calculate the missing value:

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A contract was signed eight months ago requiring the payment of $13,000 plus interest at 8% after one year. What two equal payments made today and four months from today are equivalent to the original contract? Assume that money is now worth 5%. Use four months from today as the focal date.


A) $7,020.00
B) $7,070.11
C) $6,446.28
D) $13,809.84
E) $7,078.02

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The annual $3,600 membership fee at the Oak Meadows Golf Club is due at the beginning of the year. Instead of a single "lump" payment, a member can pay $1,600 at the start of the year and defer the $2,000 balance for five months by paying a $75 surcharge at the time of the second payment. Effectively, what annual rate of simple interest is Oak Meadows charging on the $2,000 deferred payment?

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How much money would have to be deposited on March 11 into an account earning a simple interest rate of 9.5% if the goal is to have the deposit grow to $12,000 by November 1?


A) $10,860.00
B) $11,175.45
C) $14,098.36
D) $11,308.33
E) $11,497.44

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Three payments are scheduled as follows: $1,200 is due today, $900 is due in five months, and $1,500 is due in eight months. The three payments are to be replaced by a single equivalent payment due ten months from now. What should the payment be if money is worth 5.9%? Use ten months from now as the focal date.

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How much interest would one earn over 200 days on an investment of $95,000 at an interest rate of 14%?


A) $1,023
B) $5,889
C) $7,021
D) $7,288
E) $13,300

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Compare the economic values of two options given an annual rate of 9.25%. Option 1 - $900 in 5 months and $400 in 9 months. Option 2 - $550 in 7 months and $825 in 10 months. Given the following information, choose the best option.


A) Option 1 - benefit of $52.35
B) Option 1 - benefit of $47.15
C) No difference between options
D) Option 2 - benefit of $52.35
E) Option 2 - benefit of $47.15

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What was the principal amount of a loan at 9.5% if $67.78 of interest accrued from October 28, 2013 to April 14, 2014?

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Calculate the amount of interest that would be earned on an account of $59,500 at 7.2% for 133 days.


A) $4,284
B) $1,561
C) $1,013
D) $2,229
E) $3,771

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Calculate the missing value: Calculate the missing value:

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Determine a) whether the earlier or later payment has the greater economic value at the given interest rate and b) the interest rate at which the two payments would be equivalent: Determine a) whether the earlier or later payment has the greater economic value at the given interest rate and b) the interest rate at which the two payments would be equivalent:

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a) the ear...

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How can you determine whether two payments are equivalent to each other?

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Calculate the future value of ...

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Sam has won a lottery. He can take $5,000 now or $5,500 in one year. If money can earn 8%, which option should he choose?

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A payment stream consists of three payments: $1000 today, $1500 in 70 days, and $2000 in 210 days. What single payment, 60 days from now, is economically equivalent to the payment stream if money can be invested at a rate of 8.5%?

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Kris has borrowed $2,000 and has agreed to repay the loan in two payments in nine and fifteen months. Each payment is $1,000 of principal and interest at the rate of 7%. Kris wants to settle the debt in six months. What single equivalent payment should she make if money is now worth 5%?

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John can purchase an airline ticket for $540 now or can pay $578 in 90 days. If interest is 6.6%, determine whether John should purchase the ticket now or in 90 days.


A) Buy now - savings of $28.74
B) Buy now - savings of $34.22
C) No difference between the two options
D) Buy later - savings of $28.74
E) Buy later - savings of $34.22

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