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Fill in the blank: When some quantity gets smaller, we calculate percent decrease, in decimal form, using the formula Percent decrease =

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Find the effective rate when the stated rate is 19% and the interest is compounded quarterly.

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Phil had an unpaid balance of $2,084.50 on his credit card statement at the beginning of December. He made a payment of $385.00 during the month. If the interest rate on Phil's credit card was 1.5% Per month on the unpaid balance, find the finance charge and the new balance on January 1.


A) Finance charge = $31.27; new balance = $1,730.77
B) Finance charge = $41.41; new balance = $1,740.91
C) Finance charge = $35.38; new balance = $1,734.88
D) Finance charge = $29.38; new balance = $1,728.88

E) C) and D)
F) A) and B)

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A student loan is taken out for $8,500 at 6.6%. The student graduates 2 years and 3 months after the Loan is acquired. Payments are deferred for 6 months after graduation. Find the the monthly Payment. Assume 30-day months and that the term of the loan is 10 years.


A) $1,524.60
B) $114.34
C) $96.95
D) $17.39

E) B) and C)
F) All of the above

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For an investment of $100,000 at 9% interest for 8 years, find (a) the simple interest, and (b) the Compound interest if interest is calculated once per year.


A) a. $72,000; b. $104,892.12
B) a. $99,256.26; b. $104,892.12
C) a. $72,000; b. $99,256.26
D) a. $99,256.26; b. $72,000

E) B) and C)
F) A) and B)

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With an mortgage, the rate of interest may fluctuate (i.e., increase and decrease)during the period of the loan.

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A house sells for $282,500 and a 35% down payment is made. A 15-year mortgage at 7.5% was Obtained. Find the monthly payment and the total interest paid. A house sells for $282,500 and a 35% down payment is made. A 15-year mortgage at 7.5% was Obtained. Find the monthly payment and the total interest paid.   A) Monthly payment = $1,704.04; total interest paid = $123,102.20 B) Monthly payment = $1,695.89; total interest paid = $121,635.20 C) Monthly payment = $1,713.15; total interest paid = $124,742.00 D) Monthly payment = $1,804.03; total interest paid = $141,100.40


A) Monthly payment = $1,704.04; total interest paid = $123,102.20
B) Monthly payment = $1,695.89; total interest paid = $121,635.20
C) Monthly payment = $1,713.15; total interest paid = $124,742.00
D) Monthly payment = $1,804.03; total interest paid = $141,100.40

E) A) and C)
F) C) and D)

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As part of her retirement planning, Mrs. Campbell purchases an annuity that pays 9.5% compounded Quarterly. If the quarterly payment is $3,500, how much will Mrs. Campbell have saved in 5 years?


A) $88,340.37
B) $88,289.87
C) $88,389.99
D) $88,269.62

E) A) and B)
F) None of the above

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Suppose you have a $4,200 balance on a credit card with an interest rate of 1.26% per month, and The minimum payment for any month is the amount of interest plus 1% of the principal balance. You Find that if you don't make any more purchases on that card and make the minimum payment for 6 Months, you will have reduced your principle by $245.78. If the credit card company instead sets its Minimum payment at interest plus 3% of the principal balance, how much more progress would you Make after making minimum payments for 6 months?


A) $455.74
B) $487.64
C) $587.90
D) $701.52

E) B) and C)
F) A) and B)

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Dr. Sand borrowed some money to buy new furniture for his office. He paid $48.00 simple interest On a 2-year loan at 4%. Find the principal.


A) $750
B) $700
C) $500
D) $600

E) B) and D)
F) A) and B)

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Find the missing value. Find the missing value.

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Express 59% as a decimal.

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Amy had an unpaid balance of $910.86 on her credit card statement at the beginning of November. She made a payment of $445.00 during the month, and made purchases of $199.89. If the interest Rate on Amy's credit card was 14% per month on the unpaid balance, find her finance charge and the New balance on December 1.


A) Finance charge = $130.63; new balance = $796.38
B) Finance charge = $127.52; new balance = $793.27
C) Finance charge = $129.84; new balance = $795.59
D) Finance charge = $126.73; new balance = $792.48

E) None of the above
F) B) and D)

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An investor purchased 900 shares of stock for $31.08 per share and sold them later for $33.36 per Share. The broker's commission was 4% of the purchase price and 4% of the selling price. Find the Amount the investor made on the stock.


A) $1,969.92
B) -$267.84
C) $241.06
D) $267.84

E) A) and B)
F) None of the above

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1. Simple interest = 1. Simple interest =   2. Future value =  2. Future value = 1. Simple interest =   2. Future value =

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1. princip...

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An investor bought 600 shares of a stock at $11.22 using a broker that charged a 2% commission. Find the amount of commission that was paid.


A) $67.32
B) $0.22
C) $12.00
D) $134.64

E) A) and C)
F) A) and B)

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A coat was reduced from $250 to $200. Find the percent decrease.


A) 0.8%
B) 25%
C) 20%
D) 1.25%

E) All of the above
F) C) and D)

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Kelly bought a new SUV for $28,000. She made a down payment of $12,500 and has monthly Payments of $303.28 for 5 years. She is able to pay off her loan at the end of 36 months. Using the Actuarial method, find the unearned interest and payoff amount. Kelly bought a new SUV for $28,000. She made a down payment of $12,500 and has monthly Payments of $303.28 for 5 years. She is able to pay off her loan at the end of 36 months. Using the Actuarial method, find the unearned interest and payoff amount.   A) u = $423.41 payoff amount: $7,822.79 B) u = $423.41; payoff amount: $6,400.46 C) u = $470.46; payoff amount: $7,111.55 D) u = $470.46; payoff amount: $7,582.08


A) u = $423.41 payoff amount: $7,822.79
B) u = $423.41; payoff amount: $6,400.46
C) u = $470.46; payoff amount: $7,111.55
D) u = $470.46; payoff amount: $7,582.08

E) None of the above
F) A) and C)

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Determine the better investment: 4% compounded monthly or 4.2% compounded semiannually


A) 4.2% compounded semiannually
B) 4%, compounded monthly

C) A) and B)
D) undefined

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When putting together a monthly budget what are important considerations?

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Answers will vary. Responses s...

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