5th Grade Multiplication
Rules
5th Grade Fractions
5th Grade Mental Math
5th Grade Math Mystery
200

Dallas has thirty-two dollars. Stella has four times as much money as Dallas. Determine the amount of money Stella has.

$128

200

What is the rule for adding fractions?

Create a common denominator and then add.

200

1/4 + 2/4=

3/4

200

10 x 10=

100

200

What is the answer to a multiplication problem called?

Product

400

Audra is broke. She only has seven dollars to her name. Evelin on the other hand has twenty-one times the amount of money as Audra. Determine how much money Evelin has.

$147

400

What is the rule for adding decimals?

Line up the decimals

400

Leah ate 2/3 of a pizza before bed. No one else ate any pizza. How much pizza did Leah have left? Write in fraction form.

1/3

400

What is the greatest common factor of 12 and 18?

6

400

5 ft is how many inches? Hint: 12 inches = 1 foot

60 inches

600

62x8

496

600

What is the rule for multiplying fractions?

Multiple straight across

600

Peyton used to sleep for 4/6 of the school day. Now she sleeps 1/6 of the school day. How much more did Peyton used to sleep at school? Write in fraction form.

3/6

600

100000

Is 10 to the what power?

5th

600

Mrs. Lupica arrived to work at Arcade Elementary at 5:50 a.m. She stayed on the school for 5 hrs. and 10 minutes.  What time did Mrs. Lupica leave the school?

11:00 am

800

79x8

632

800

What is the rule for dividing fractions?

Keep, change, flip

800

HUnter watches 3/7 of an anime show. Peyton watches double the amount as Hunter. How much of the anime show did Peyton watch?

6/7

800

4 times 15

60

800

What is the least common multiple of 4 and 6?

12

1000

4.2 x 2.5

10.5

1000

What are the rules for dividing decimals?

If only inside the house, move it straight up.

If it is outside the house, get rid of it by moving it and the one inside the house.

1000

2 4/8 + 5 2/8 =

7  6/8

1000

4 x 6 + (5 x 4 )

44

1000

how many degrees each angle is worth?

Acute
Obtuse
Right
Straight

Acute - 90 degrees

Obtuse - more than 90 degrees, less than 180 degrees

Right - exactly 90 degrees

Straight - Exactly 180 degrees

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