The difference of two numbers is 15 and their ratio is 3:2. Find the numbers.
The ratio of the breadth of a parallelogram to its length is 2:3
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Answer:
Method 2 requires mental modelling:
3U - 2U = 1U
As such, 1U represent the difference which is 15.
3U = 15 x 3 = 45
2U = 15 x 2 = 30
Therefore the numbers are 45 and 30.
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The ratio is 3:2
therefore let us assume 3x and 2x
their difference is 15
therefore,
3x - 2x = 15
x = 15
now the 1st no. will be 3 multiply by 15
that is 45.
The 2nd no will be 2 multiply by 15
that is 30.
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