How To Simplify Ratios

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Simplifying ratios

Simplifying Ratios

To simplify a ratio divide each number in the ratio by the same amount To fully simplify a ratio divide each number in the ratio by their highest common factor Always keep the numbers in the ratio as whole numbers For example the ratio 9 3 simplifies to 3 1 by dividing by 3 Factors are numbers that divide exactly into other The fastest way to simplify a ratio is to use the highest common factor of the numbers in the ratio. For example If you are given a ratio of 64:80, to simplify it: first find the highest common factor which is 16; next divide each part of the ratio by the highest common factor 64 \div 16 : 80 \div 16 which gives you the answer 4:5

Simplifying ratios

Simplifying Ratios

How To Simplify RatiosSolution: Both numbers \ (4\) and \ (2\) are divisible by \ (2 , ⇒ 4 \ ÷ \ 2=2, 2 \ ÷ \ 2=1\), Then: \ (4:2=2:1\) Simplifying Ratios – Example 2: Simplify. \ (\frac {14} {24}=\) Solution: Both numbers \ (14\) and \ (24\) are divisible by \ (2, ⇒ 14 \ ÷ \ 2=7, 24 \ ÷ \ 2=12\), Then: \ (\frac {14} {24}=\frac {7} {12} \) You can simplify the ratio by finding the greatest common factor or bf GCF of each of the numbers in the ratio Factors of 12 1 2 3 4 6 12 Factor of 16 1 2 4 8 16 The greatest common factor is 4 To simplify the ratio you divide both sides by 4