Addition of Fractions
Subtraction of Fractions
Multiplication of Fractions
Division of Fractions
Converting between Mixed and Improper Fractions, and Worded Fraction Problems
100
Add the following Fractions
⅖ + ⅘
⁶⁄₅ or 1 ⅕
100
Subtract the following fractions
⁵⁄₄ - ¾
½
100
Multiply the following fractions
⅔ × ⁵⁄₄
⅚
100
Divide the following Fractions
¹⁄₅ ÷ ⁷⁄₄
⁴⁄₃₅
100
Convert 34/5 to a mixed fraction
6 4/5
200
Add the following fractions
⁹⁄₅ + ⁴⁄₃
47/15 or 3 2/15
200
Subtract the following fractions
5/3 - 1/3 =
4/3 or 1 1/3
200
Multiply the following fractions
⁸⁄₇ × ⁷⁄₁₀
⅘
200
Divide the following Fractions
¹⁄₂ ÷ ⁵⁄₄
⅖
200
Convert 4 6/11 to a mixed fraction
49/11
300
Add the following fractions
⅜ + 1/3
17/24
300
Subtract the following fractions
2 - ¹³⁄₈
⅜
300
Multiply the following fractions
⁴⁄₉ × ⁷⁄₄
⁷⁄₉
300
Divide the following Fractions
³⁄₂ ÷ ¹⁰⁄₇
²¹⁄₂₀ or 1 ¹⁄₂₀
300
Write the fractions represented in the diagrams as both a mixed an improper fraction
Mixed:
Improper: 9/5
400
Add the following fractions
6 + ⅙
³⁷⁄₆ or 6 ⅙
400
Subtract the following fractions
7/8 - 4/5
3/40
400
Multiply the following fractions
⁵⁄₄ × ⅓
⁵⁄₁₂
400
Divide the following Fractions
½ ÷ ⁸⁄₇
⁷⁄₁₆
400
A person making a recipe needed 6/8 cup of flour, and stated that using 3 lots of 1/4 cups of flour would work. True false?
True: 1/4 x 3 = 3/4
6/8 simplifies to 3/4
500
Add the following fractions
¹⁰⁄₇ + ⅙ =
67⁄42 or 1 25⁄42
500
Subtract the following fractions
⁹⁄₅ - ⅝
⁴⁷⁄₄₀ or 1 ⁷⁄₄₀
500
Multiply the following fractions
2 × ³⁄₇
⁶⁄₇
500
Divide the following Fractions
⁹⁄₅ ÷ 2
⁹⁄₁₀
500
Jack has 2/3 of a chocolate block. He shares it in pieces of 1/6 of a block. How many pieces can he give away?
4