Math, asked by bingiravikumar1997, 1 month ago

231 The length of a log of wood originally
was 45 inches, it was cut such that the
new length and the old length are in the
ratio 3:5. What is the new length?​

Answers

Answered by krushiteja27
3

Answer:

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Step-by-step explanation:

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Answered by steffiaspinno
2

It is given in the question that the total length of the log of wood is 45 inches.

The log of wood was cut in the ratio of 3:5.

So,  the length of the shorter log is 3/8th of the total length.

Then, (3/8)×45=16.875

The length of the longer length will be (5/8)×45=28.125

so, after cutting the length of the shorter log is=16.875

the length of the longer log will be=28.125

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