Question

Maria is making a stained glass window in the form of a kite. The width of the window must be 15 in., and she only has enough stained glass to cover 60 in2004-05-02-04-00_files/i0340000.jpg. What should the height of the window be

Answer 1

The window is in the shape of a parallelogram, so you will use the area formula to solve for the height of the window.

A = bh
60 = 15h
h = 4 inches

The formula asks for the measurement of the base, but the width would be that distance because it is perpendiculsr to the height.

The height of the window should be 4 inches.

Answer 2

Height of the window as per given dimensions is equal to $4$ in.

What is height?

" Height is defined as the one of the dimension which represents how high is the given object."

Formula used

Area of the window = Base × height

According to the question,

Given dimensions,

Width of the window $= 15 in$

Area of the window $= 60 in^{2}$

$'h'$ represents the height of the window

Substitute the value to get the height in the formula,

$60 = 15 \times h\\\\h = \frac{60}{15}\\ \\h = 4 in$

Hence, height of the window as per given dimensions is equal to $4$ in.

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