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Just one question won't hurt? I think..
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Gosh, it hurts xD
@ganeshie8
Set up each ratio as a fraction and reduce both fractions. What do you get?
Could you show me how and I might get it.
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I'll show you one ratio, then you do the second one.
I'll try
The first ratio mentioned is LQ : QM. We can write that ratio as LQ : QM as the problem does, or we can write it as a fraction, as \(\dfrac{LQ}{QM} \) Now we look up the values of LQ and QM. LQ = 12 Now we figure out how long QM is.
From L to M it'll be 100. But if I subtract 12 by 100 I get, 88.
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