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Worksheets

Finance stuff

Total questions: 15

Worksheet time: 4hrs 45mins

Name
Class
Date
1.

The fee for borrowing and using someone else's money.

a)

expense

b)

interest

c)

interest rate

d)

income

2.
Semi-Annually means how many times a year?
a)
b)
2
c)
1
d)
6
3.

Chelsea put $7500 into an account paying 5% compounded continuously. She now has $10,643.01. How long has the money been in the account? Round to the nearest whole year.

a)

7 years

b)

6 years

c)

5 years

d)

4 years

4.

You want to save $5,000 in 3 years for a family vacation. If the bank has a saving account that earns 4.3% compounded monthly, then how much will you need to invest to reach your vacation goal?

a)

$5,687.14

b)

$7,385.22

c)

$3,250.91

d)

$4,395.89

5.

Moe and Ray need to take a loan out for $2,500 to repair their van. They can borrow from Bank A at a simple interest rate of 5.25% for 2 years or from Bank B at a simple interest rate of 6.5% for 1.5 years. Which bank is the better deal and how much money will they save?

a)

Bank A is the better deal. They will save $18.75

b)

Bank A is the better deal. They will save $187.50

c)

Bank B is the better deal. They will save $18.75

d)

Bank B is the better deal. They will save $187.50

6.

Spongebob and Squidward want to retire when they are 65. They are currently 20 years old. They deposit $3,000 each year into a Roth IRA that earns 4.5% compounded annually. What will the balance be when they retire?

a)

$243,827.15

b)

$173,776.98

c)

$94,114.27

d)

$416,549.90

7.

Hilda estimates she will need $200,000 in 15 years to upgrade the air conditioning systems and duct work at all the company's locations. She decided to establish a sinking fund by making monthly payments into an account paying 7.5% compounded monthly. How much should each payment be?

a)

$402.06

b)

$7,657.45

c)

$1,620.40

d)

$604.02

8.

How do we know we are looking at an Annuity question versus just a compound interest question?

a)

a number has changed by a certain percentage

b)

Interest is compounded "n" times per year

c)

the periodic rate is the annual interest rate

d)

You are making regular payments instead of a lump sum deposit

9.

You are buying a new car and need a loan of $28,716. You plan on taking out a 4-year loan at an APR of 5.12% compounded monthly. What is your monthly payment?

a)

$654.32

b)

$608

c)

$662.87

d)

$632.10

10.

First .

Ted has been approved for a 20-year fixed-rate loan at 7.5% compounded month. The home that he is purchasing costs $160,000. He put 15% down.


Calculate his down payment.

Then Calculate how much the remaining loan is for?

a)

DP: $24,000 Loan: $136,000

b)

DP: $45,000 Loan: $115,000

c)

DP: $15,000 Loan: $145,000

d)

DP: $20,000 Loan: $140,000

11.

Second.

Ted has been approved for a 20-year fixed-rate loan at 7.5% compounded month. The home that he is purchasing costs $160,000. He put 15% down.


Calculate his monthly mortgage payments on the remaining amount after his down payment.

a)

$1,296.91

b)

1,946.40

c)

$1,288.95

d)

$1,095.61

12.

Third.

Ted has been approved for a 20-year fixed-rate loan at 7.5% compounded month. The home that he is purchasing costs $160,000. He put 15% down.


Calculate how much he will end up paying in interest. Be sure to include the $ and round to the hundredths.

(a)  

13.

Check all the financial products that you would PAY interest for:

a)

Credit Card

b)

Savings Account

c)

Student Loan

d)

CD (Certificate of Deposit)

e)

Mortgage

14.

Southern Bank offered a 1-year CD that paid 4.85% compounded quarterly and Savvy Bank offered one that paid 4.75 compounded continuously. Find the APY expressed as a percent to 3 decimal places to determine which has the higher return.


Check all correct APY. Check the APY for both accounts.

a)

4.939%

b)

4.865%

c)

22.936%

d)

8.849%

e)

5.745%

15.

A person deposits $2,000 each year for 27 years into a retirement savings account. Upon retirement after making the 27th deposit, the retirement account is worth $175,000. How much was earned in interest ?

a)

$75,000

b)

$121,000

c)

$473,000

d)

$90,450