nicekikah

2021-08-16

To explain:

The reason why the ratio$\frac{5}{1}$ is correct for the exercise 20.

The reason why the ratio

Nathanael Webber

Skilled2021-08-17Added 117 answers

Approach:

Writing ratios as fractions:

A ratio is the quotient of two quantities. A ratio, in fact, is no different from a fraction, except that a ratio is sometimes written using colon notation other than fractional notation.

For example, the ratio of 1 to 2 can be written as

1 to 2 or$\frac{1}{2}$ or $1:2$

$\frac{1}{2}$ is called fractional notation and $1:2$ is called colon notation.

Procedure:

In exercise 20, the ratio of the width to the perimeter of the swimming pool$=\frac{1}{5}$

In this case, the numerator of ratio is 1 and the denominator of ratio is 5.

If we change the order of numerator and denominator of a ratio, it doesnt

Writing ratios as fractions:

A ratio is the quotient of two quantities. A ratio, in fact, is no different from a fraction, except that a ratio is sometimes written using colon notation other than fractional notation.

For example, the ratio of 1 to 2 can be written as

1 to 2 or

Procedure:

In exercise 20, the ratio of the width to the perimeter of the swimming pool

In this case, the numerator of ratio is 1 and the denominator of ratio is 5.

If we change the order of numerator and denominator of a ratio, it doesnt

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