The length and breadth of a steel tape are 100 cm and 4 cm, respectively. The ratio of the length to the breadth is
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length = 100 cm
Breadth = 4 cm
Ratio = 100:4
= 25:1
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Ratio of the length to the breadth is 25 : 1 if length and breadth of a steel tape are 100 cm and 4 cm respectively
Given:
- The length of a steel tape is 100 cm
- The Breadth of the steel tape is 4 cm
To Find:
- Ratio of the length to the breadth
Solution:
- Ratio a : b
- First part a = antecedent
- Second part b = consequent
- create equivalent Ratios :
- By dividing or multiplying the antecedent and consequent of a given ratio by the same number except zero
- a : b = ak : bk k ≠ 0
- a : b = (a/k) : (b/k) k ≠ 0
Step 1:
Ratio of Length and Breadth of steel tape
Length : Breadth
Step 2:
Substitute Length = 100 cm and Breadth = 4 cm
100 : 4
Step 3:
Divide antecedent and consequent by 4
25 : 1
Hence, ratio of the length to the breadth is 25 : 1
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