Question

To be c

The width of a rectangle is 5x +3, and the length of the

rectangle is 20x + 12. Determine the ratio of the width to the

length.

Enter the answer as a fraction in the form a/b.

Enter the answer

Answer 1

The ratio of the width of the rectangle to the length of the rectangle in the fraction form is (5x+3)/(20x+12).

According to the question,

We have the following information:

The width of a rectangle is 5x +3, and the length of the rectangle is 20x + 12.

Now, we will find the ratio of the width of the rectangle to the length of the rectangle in the fraction form of a/b by replacing a with the width of the rectangle and b with its length.

So, we have the following expression:

(5x+3)/(20x+12)

However, the ratio is always written in this form:

(5x+3):(20x+12)

Hence, the ratio of the width of the rectangle to the length of the rectangle in the fraction form is (5x+3)/(20x+12).

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