Write the following ratio proportions as fraction proportions. 75div 10

banganX 2021-09-07 Answered
Write the following ratio proportions as fraction proportions.
\(\displaystyle{75}\div{100}={150}\div{200}\)

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Expert Answer

odgovoreh
Answered 2021-09-08 Author has 14992 answers
Consider the following proportion:
\(\displaystyle{75}\div{100}={150}\div{200}\)
The objective is to write the given proportion in the form of a fraction.
If an equation showing the equality of two ratios, then the ratios are called as a proportion.
For example: \(\displaystyle{x}\div{y}={m}\div{n}\) or \(\displaystyle{\frac{{{x}}}{{{y}}}}={\frac{{{m}}}{{{n}}}}\)
To write the proportion as a fraction, convert both the ratios in the form of a fraction, \(\displaystyle{\frac{{{A}}}{{{B}}}}\), without reducing the ratios to their lowest terms.
The conversion of \(\displaystyle{75}\div{100}={150}\div{200}\) into a fraction is,
\(\displaystyle{\frac{{{75}}}{{{100}}}}={\frac{{{150}}}{{{200}}}}\)
Therefore, the proportion in the form of a ratio is \(\displaystyle{\frac{{{75}}}{{{100}}}}={\frac{{{150}}}{{{200}}}}\).
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