Conversions to Memorize
Conversions to Calculate
Adding Fractions
Adding Decimals
Addition Rules!
100

¼

What is 0.25

100

-3/10

What is -0.3

100

(-7/12) + (-3/12)

Write in simplest form.

What is -5/6

100

0.75 + 0.45

What is 1.2

100

The sign of the sum of two negative numbers

What is negative?

200

What is 0.333...

(repeating)

200

-4/5

What is -0.8

200

3  2/9 +  (-1  7/9)

Write in simplest form.

What is  1  4/9
200

229.50 + 149.99

What is 379.49

200

DOUBLE JEOPARDY! How can you figure out what sign the sum should be when adding a positive and a negative number?

The sum will have the same sign as the number with the LARGER absolute value.

300

What is 0.1

300

5/9

What is 0.555... 

OR

0.5 repeating

300

-13  1/4  +  4  3/4

Write in simplest form.

What is -8 1/2

300

-0.4 + 0.9

What is 0.5

300

The phrase we use to remember how to change a subtraction problem to addition.

What is Keep, Change, Opposite or "add the opposite"

400

What is 0.2

400

3/8

What is 0.375

400

DOUBLE JEOPARDY!

-2  1/2 +  -1/3

Write in simplest form.

What is -2  5/6

400

-2.25 + (-7.87)

What is -10.12

400

This has to be done first before adding fractions.

What is making the denominators the same?

500

What is 0.1666...

(repeating)

500

-7/22

What is -0.31818... 

("18" digits repeat)

500

1 1/4  +  (-1/3)  +  (-7/8)

Write in simplest form.

What is 1/24

500

-21.17 + 16.84

What is -4.33

500

This has to be done first when adding decimals.

What is lining up the decimal point?

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