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In Mathematics / Middle School | 2014-09-17

A woman is 64 inches tall with a shoulder width of 16 inches. Write an equation relating the height \(h\) to the width \(w\). Find the height of a woman who has a shoulder width of 18.5 inches.

Asked by amygrace92

Answer (3)

We can write it as a simple equation to find the ratio:
64 / 16 = 4
So the ratio is 4:1
Now if a woman has 18.5 inches in shoulders, then she is 18.5 * 4 = 74 inches tall.

Answered by SlowZasob | 2024-06-10

The equation relating the height h to the width w is 4:1 and the height of a women is 74 inches.
Here,
A woman who is 64 inches with a shoulder width of 16 inches.
We have to find an equation relating the height h to the width w and the height of a woman who has a shoulder width of 18.5 inches.
What is Height?
Height is a way to measure someone or something from base to top or head to toe.
Now,
A woman who is 64 inches with a shoulder width of 16 inches.
We can write it as a simple equation to find the ratio:
64 / 16 = 4
So, The** equation **relating the height h to the width w is 4:1.
Now, if a woman has 18.5 inches in shoulders.
Then, the height is = 18.5 * 4 = 74 inches
Hence, the height of a women is 74 inches.
So, The **equation relating the height h to the width w **is 4:1 and the **height of a women **is 74 inches.
Learn more about** the height** visit:
https://brainly.com/question/73194
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Answered by malik001 | 2024-06-16

The equation relating height h to shoulder width w is h = 4 w . For a woman with a shoulder width of 18.5 inches, her height would be 74 inches. Therefore, h is calculated by multiplying the width by 4.
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Answered by malik001 | 2024-09-26