Math Apps 2025 Final Exam version 2

Q1) Mary works at a local restaurant. Her regular hourly wage is $8.25. If she regularly works 28 hours per week, what is her weekly gross pay?

Mathematical Equivalence

ON

Q2) Jan earns $10 per hour. She earns time-and-a-half pay for hours worked above 40. Find her gross pay for a week in which she works 47 hours.

Mathematical Equivalence

ON

Q3) Mike waited on 20 tables, and the total bill from all these tables was $1,784. Waiters typically earn 15% in tips. How much did Mike make in tips?

Mathematical Equivalence

ON

Q4) Examine the image. Calculate the State Income Tax, the Local Income Tax, and the Net Pay.

State Income Tax: $_

Local Income Tax: $_

Net Pay: $_

Q5) Write a check for $124.56 to John Cena for providing security services.

You CAN click on the choice, then click on the box instead of click and drag.

a

b

c

d

e

f

g

$124.56

<your signature>

25

John Cena

One hundred twenty-four and 56/100

Security services

May 22

Q6) Record the transactions in the register.

The beginning balance is $356.75. You CAN click on the choice and then click on the appropriate box rather than click and drag.

On 5/2 you write a check (#1250) to Giant for $72.00

On 5/4 you buy a $12.55 gift for Dr. Downs using your debit card.

On 5/5 you earn #35.00 walking a neighbor's dog and deposit the check.

a

b

c

d

e

f

g

h

72.00

284.75

1250

307.20

Giant

12.55

Gift (Downs)

272.20

237.20

Q7) Mitch deposits $5,200 in an account that pays 3.5% simple interest. He keeps the money in the account for three years without any deposits or withdrawals. How much is in the account after three years? Do not type the dollar sign ($).

Mathematical Equivalence

ON

Q8) Jimmy invests $3,000 in an account that pays 4% annual interest, compounded monthly. What is his balance at the end of 5 years? Do not type the dollar sign. Round your answer to the nearest penny.

Mathematical Equivalence

ON

Q9) A breakfast cereal comes in two different sized packages. The 18-ounce box costs $3.52 while the 33-ounce box costs $4.58. Which box is the better buy? Show the unit price for each, then answer the question. Round your dollar amounts to the nearest penny.

a) The unit price for the 18-ounce box is $_ per ounce.

b) The unit price for the 33-ounce box is $_ per ounce.

c) The better buy is the _ ounce box.

Q 10) Find the sale price if a 75-inch television for $2,198 is on sale at 25% off.

Mathematical Equivalence

ON