2.4-2.7 Fractions

Addition of Fractions

100

Add the following Fractions

⅖ + ⅘

⁶⁄₅  or  1 ⅕

200

Add the following fractions

⁹⁄₅ + ⁴⁄₃

47/15 or 3 2/15

300

Add the following fractions

⅜ + ¹/₃  

17/24

400

Add the following fractions

6 + ⅙

 ³⁷⁄₆  or  6 ⅙

500

Add the following fractions

¹⁰⁄₇ + ⅙ =

67⁄42  or  1 25⁄42

Subtraction of Fractions

100

Subtract the following fractions

⁵⁄₄ - ¾

  ½

200

Subtract the following fractions

5/3  - 1/3 =

4/3 or 1 1/3

300

Subtract the following fractions

2 - ¹³⁄₈

 ⅜

400

Subtract the following fractions
7/8 - 4/5

3/40

500

Subtract the following fractions

⁹⁄₅ - ⅝

 ⁴⁷⁄₄₀  or  1 ⁷⁄₄₀

Multiplication of Fractions

100

Multiply the following fractions

⅔ × ⁵⁄₄

⅚

200

Multiply the following fractions

⁸⁄₇ × ⁷⁄₁₀

 ⅘

300

Multiply the following fractions

⁴⁄₉ × ⁷⁄₄

⁷⁄₉

400

Multiply the following fractions

⁵⁄₄ × ⅓

⁵⁄₁₂

500

Multiply the following fractions

2 × ³⁄₇

⁶⁄₇

Simplify fractions

100

Simplify the fractions  5/10 

1/2

200

45/63

5/7

300

70/105

2/3

400

3 12/24

3 1/2

500

3 2/3 + 16/3

3

Fraction Vocabulary

100

What is the top of the fraction called?

Numerator

200

What is the bottom of the fraction called?

Denominator

300

What do you call this type of fraction:

1 ³/₈

Mixed Number 

400

What do you call this type of fraction:

⁴¹/₁₅ 

Improper Fraction

500

What do you call this type of fraction:

⁵/₂₇

Proper Fraction