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  5. Review Of Checking, Interest, And Equations
Review of Checking, Interest, and Equations

Review of Checking, Interest, and Equations

Assessment

Presentation

Mathematics

8th Grade

Easy

CCSS
7.EE.B.4A, 7.RP.A.3, 6.NS.B.3

+17

Standards-aligned

Created by

Rabah Issa

Used 1+ times

FREE Resource

14 Slides • 45 Questions

1

Review of Checking, Interest, and

Equations

Some text here about the topic of discussion

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2

Cost of A Checking Account

  • Banks offer features at a cost, or charge fees when requirements aren't met.

  • These fees are Withdrawn from your account.

  • The overdraft fee is charged when your account balance drops below $0.00

3

Balancing a Check Register

  • A deposit is when a sum of money is added into a bank account. ex. depositing a paycheck or cash

  • A withdrawal is when money is subtracted from an account. For Example: Paying for a purchase

  • Debt- is when money is owed to someone

  • Transfer- when money is moved from one account to another

  • Transaction- an instance of buying or selling something

4

Multiple Choice

Moving money from your savings to your checkings is an example of a

1

transfer

2

withdrawal

3

deposit

5

Multiple Choice

removing cash at an ATM

1

deposit

2

withdrawal

3

transfer

6

Multiple Choice

Paying a bill with bill pay

1

deposit

2

withdrawal

3

transfer

7

Multiple Choice

a paycheck is electronically deposited

1

deposit

2

withdrawal

3

transfer

8

Multiple Choice

The amount of money put into a bank account is...

1

Check Register

2

Transfer

3

Withdrawal

4

Deposit

9

Multiple Choice

Kayla had a balance of $106.15 in her checking account. She deposited $75.00. What is her new balance?

1

41.15

2

171.15

3

31.15

4

181.15

10

Multiple Choice

Willis had a balance of $546.24 in his checking account. He wrote a check for $100.35. What is his new balance?

1

645.63

2

445.89

3

646.59

4

446.85

11

Multiple Choice

You get paid by your employer and go to the bank to add the money to your account This is called a...

1

transfer

2

withdrawal

3

deposit

4

debit

12

Multiple Choice

Question image
1

A

2

B

3

C

4

D

13

Multiple Choice

The ______ represents how much money you have in your checking or savings account.

1

balance

2

check

3

withdrawal

4

deposit

14

Multiple Choice

Sending money to a friend using email.

1

Cheque

2

Electronic Money Transfer

3

Cash

4

Debit Card

15

Multiple Choice

Paying with coins or bills.

1

Cash

2

Gift Card

3

Debit Card

4

Cheque

16

Multiple Choice

Using a card with $50 on it that has already been purchased from a store.

1

Cash

2

Debit Card

3

Credit Card

4

Gift Card

17

Multiple Choice

Which method of payment would you use:

You want to buy something expensive right now that you will pay for later.

1

Cheque

2

Electronic Money Transfer

3

Cash

4

Credit Card

18

Multiple Choice

You should regularly monitor your account. Banks recommend once per week.

1

True

2

False

19

Fill in the Blank

Question image

Look at Amy's checkbook registry.


What is the final balance of her checkbook registry?

20

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21

Simple Interest

Standard: 7.RP.3

Use scale factors and unit rates in proportional relationships to solve ratio and percent problems.

I can solve problems with simple interest.

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22

Simple Interest

  • I=Prt

  • I=Interest, P=Principal, r=Rate as a decimal, T=Time in years

23

How to do interest on DESMOS

Bryson bought a car for $3500 with a rate of 7.2% for 3 years. How much interest will he pay?

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Remember! a percent is always out of 100!! 7.2/100***

Bryson will pay $756.

24

Multiple Choice

Question image

The simple interest formula is I=Prt.  The P represents the principal.  The principal is ___________________.  

1

the amount of money borrowed or deposited

2

the percent interest for his year

3

the amount taxed

4

the amount the bank owes you for being a customer at their bank

25

Multiple Choice

If you are calculating the simple interest and you are given the time in months, how can you find the time in years?
1

Add 12 to the months

2

divide the months by 12

3

multiply 12 times the months

4

You cannot change it to months.

26

Multiple Choice

Convert 18 months to years. 
1

18 Years

2

1.5 Years

3

.18 Years

4

You cannot change it to years.

27

Multiple Choice

The Principal and Interest are always___________.
1

fraction

2

decimal

3

percent

4

money

28

Multiple Choice

Principal = $500
Interest rate =5%
Time = 5 years
What is the interest earned?
1

95

2

105

3

125

4

135

29

Multiple Choice

You borrowed 43,800 at a SIMPLE interest rate of 4.8%. If you pay it back in 2 years, how much interest is paid pack?

1

$464,280

2

$85,848

3

$4204.8

4

$48,004.80

30

Multiple Choice

Jane took out a loan for $10,000. The loan officer set the interest rate at 4.5% for 4 years.


How much interest will Jane have to pay on her loan?

1

$1,800

2

$8,200

3

$11,800

4

$18,000

31

8.17 Solving Multi-Step Equations

Some text here about the topic of discussion

32

Reorder

Place the following in the correct order of how to solve an equation:

Distributive Property

Combing Like Terms

Variables on One Side

SADMEG

1
2
3
4

33

Multiple Choice

What is the first thing you should do to simplify an equation?

1

add

2

Distributive Property

3

Combine like terms

4

divide

34

Multiple Select

Which of the following equations require you to use the Distributive Property first? Select all that apply.

1

6x - 8 = 7(x + 2)

2

7n - 5 = 3

3

2(a - 9) = 9a + 1

4

4 - 9y+ 8 +2y

35

Multiple Choice

Let's practice using the Distributive Property.

Simplify: 6(x - 3)

1

x - 18

2

6x + 18

3

6x - 9

4

6x - 18

36

Multiple Choice

Simplify: -3(n - 8)

1

3n - 8

2

-3n - 24

3

-3n + 24

4

-24

37

Multiple Choice

Combine ALL like terms.

3 + 4m +5 + m = 233\ +\ 4m\ +5\ +\ m\ =\ 23  

1

3 + 4m + 5 = 23

2

5m + 8 = 23

3

4m + 8 = 23

4

3 + 5m + 8 = 23

38

Multiple Choice

Le's practice combining like terms.

Simplify: 7x - 8 + 3x - 1

1

10x - 9

2

21x + 8

3

4x + 9

4

10x + 9

39

Multiple Choice

Simplify the expression:

3x + 6 + 7x

1

10x + 6

2

21x + 6

3

16x

4

9x + 7

40

media

Here is an example of how to solve a multi-step equation. See if you can follow the steps that are written on the side.​

41

Let's Solve: -8(-8x - 6) = -8x - 22 + 2x

Step One: Distribute

42

Multiple Choice

After applying the distributive property to the following equation, what would be the result: -8(-8x - 6) = -8x - 22 + 2x

1

64x + 48 = -8x - 22 + 2x

2

-64x - 48 = -8x - 22 + 2x

3

8x - 6 = -8x - 22 + 2x

43

-8(-8x - 6) = -8x - 22 + 2x

64x + 48 = -8x - 22 + 2x

Step Two: Combine Like Terms

44

Multiple Choice

After combining like terms in the following equation, what would be the result: 64x + 48 = -8x - 22 + 2x

1

64x + 48 = -10x -22

2

112 = -28x

3

64x + 48 = -6x - 22

45

-8(-8x - 6) = -8x - 22 + 2x

64x + 48 = -8x - 22 + 2x

64x + 48 = -6x - 22

Step Three: Move your variable to one side of the equation.

46

Multiple Choice

After moving the variable to one side in the following equation, what would be the result: 64x + 48 = -6x - 22

1

70x + 48 = -22

2

58x + 48 = -22

3

48 = 70x - 22

47

-8(-8x - 6) = -8x - 22 + 2x

64x + 48 = -8x - 22 + 2x

64x + 48 = -6x - 22

70x + 48 = -22

Fourth Step: Move your constant to one side of the equation.

48

Multiple Choice

After moving the constant to one side in the following equation, what would be the result: 70x + 48 = -22

1

70x = 70

2

70x = -70

3

70x + 70 = 0

49

-8(-8x - 6) = -8x - 22 + 2x

64x + 48 = -8x - 22 + 2x

64x + 48 = -6x - 22

70x + 48 = -22

70x = -70

Final Step: Solve by isolating the variable (multiply or divide)

50

Multiple Choice

What is the solution to the equation: 70x = -70

1

1

2

70

3

-1

4

-70

51

Multiple Choice

What is the first step in solving the equation:

4(x2)=124\left(x-2\right)=12  

1
2
3
4

52

Multiple Choice

What is the first step in solving the equation:

4x8=124x-8=12  

1
2
3
4

53

Multiple Choice

What is the first step in solving the equation:

2x3+5x=182x-3+5x=18  

1
2
3
4

54

Multiple Choice

How do you "move" 3 to the other side of the equal sign?

4x+3=74x+3=7  

1

add 3

2

subtract 3

55

Multiple Choice

How do you "move" 5x to the other side of the equal sign?

2x+11=5x102x+11=5x-10  

1

subtract 5x

2

add 5x

56

Multiple Choice

How do you "move" -7x to the other side of the equal sign?

7x9=15+17x-7x-9=15+17x  

1

subtract 7x

2

add 7x

57

Multiple Choice

What is the coefficient of x?

3x = 12-3x\ =\ 12  

1

-3

2

12

58

Multiple Choice

If we wanted to get the variable by itself, what is this first operations we would use to accomplish this?

7x - 8 = 27

1

Add 8 to both sides

2

Subtract 8 on both sides

3

Subtract 27 on both sides

4

Divide by 7 on both sides

59

Multiple Choice

After adding 8 to both sides, we would get:

7x = 35

What is our next step

1

Subtract 35 on both sides

2

Multiply by 7 on both sides

3

Divide by 7 on both sides

Review of Checking, Interest, and

Equations

Some text here about the topic of discussion

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