Subtract: 0

Subtract: `0 "from" -4/5`

Sum

`0 "from" -4/5`

`= - 4/5 - 0 = - 4/5`

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Concept for Fraction as an Operator

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Chapter 3: Fractions (Including Problems) - Exercise 3 (C)

Chapter 3 Fractions (Including Problems)
Exercise 3 (C) | Q 3.5

Distinguish of the following fraction, given below, as a simple fraction or a complex fraction: `0/8`

Convert given fraction into a fraction with equal numerators:

`15/19, 25/28, 9/11 "and" 45/47`

Find the greater fraction:

`3/5 "and" 11/15`

Insert two fractions between `5/9 "and" 1/4`

Reduce to a single fraction:

`3/5 - 1/10`

Reduce to a single fraction:

`2/3 - 1/5 + 1/10`

Simplify and reduce to a simple fraction:

`2 1/4 div 1/7 xx 1/3`

Simplify and reduce to a simple fraction:

`1/3 xx 4 2/3 div 3 1/2 xx 1/2`

A motorcycle runs `31 1/4` km consuming 1 liter of petrol. How much distance will it run consuming `1 3/5` liter of petrol?

A rod of length `2 2/5` meter is divided into five equal parts. Find the length of each part so obtained.

Subtract: 0 "From" -4/5 - Mathematics