# Math

### By: Annabelle Harris period 5-6

## Adding Fractions

Step 2: change the fraction by multiplying the numerator by the same number you multiplied the denominator by unless the denominators are the same number

Step 3: add the numerators together

Step 4: Simplify if the answer is not in simplest form

Step 5: You Did It!!!!!!!!!!!!!!!!!!

## Example:

2/3+2/5=1 1/15

5x3=15

2x5=10

2x3=6

6/15+10/15= 16/15

Simplify

16/15= 1 1/15

## Subtracting Fractions

Step 2: change the fraction by multiplying the numerator by the same number you multiplied the denominator by unless the denominators are the same number

Step 3: subtract the numerators together

Step 4: Simplify if the answer is not in simplest form

Step 5: You Did It!!!!!!!!!!!!!!!!!!

## Example:

3/4-2/5=1 3/20

4x5=20

3x5=15

2x4=8

15/20-8/20=23/20

Simplify

23/20=1 3/20

## Multiplying Fractions

Step2: Simplify

## Example:

3x2=6

4x5=20

6/20

Simplify

1,6,2

1,20,2

6/2=3

20/2=10

3/10

## Dividing Fractions

Step2: Change the division problem to multiplication

Step3: FLIP the second number

Step4: multiply

Step5: simplify

## Example:

2/3/4/3=

2x4=8

3x3=9

8/9

There is nothing to simplify

## Here are some helpful links and videos for adding,subtracting,multiplying and dividing fractions

## Adding and Subtracting Decimals

Step 2: Add or subtract the decimals like a normal addition or subtraction problems

Step 3: your decimal doesn't move carry it down

## Example:

1.1

-----

2.2

3.3 -

2.1

-----

1.2

## Multiplying Decimals

Step 2: Multiply like a normal multiplication problem

Step 3: Count the digits behind the decimal

Step 4: place your decimal to the left how ever many digits you counted

## Example:

1.5

-----

.55

## Dividing Decimals

Step 2: Move the decimal in the house the same number of digits as you did to the first decimal

Step 3: Divide like a normal division problem

Step 4: Add your decimal

## Example:

50/10=5