The coach uses a scale drawing of the soccer field. the diagram uses a scale of 1/4 inches : 30 feet.What are the actual dimensions? What is the length and width of the field? What us the area of the field?

How do I find the actual dimensions of a soccer field with a scale of 1/4 in:30ft

i need answers

you need more than just the scale.

I came here for responses, not to respond

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To find the actual dimensions of the soccer field, we need to use the scale provided in the diagram, which is 1/4 inches : 30 feet.

First, we need to determine the scale factor by converting the units. Since 1 inch equals 12 inches, we can divide 12 by 1/4 to find the scale factor.

Scale factor = 12 / (1/4) = 12 * (4/1) = 48

This means that 1/4 inch in the diagram represents 48 feet in reality.

To find the actual length and width of the field, we can multiply the corresponding measurements in the diagram by the scale factor.

Let's assume the length of the field in the diagram is represented by "L" inches, and the width is represented by "W" inches.

Actual length = L (in inches) * 48 (scale factor) = L * 48 feet
Actual width = W (in inches) * 48 (scale factor) = W * 48 feet

To find the area of the field, we need to multiply the actual length by the actual width.

Area = Actual length * Actual width = (L * 48) feet * (W * 48) feet = L * W * (48 * 48) square feet

So, to calculate the actual dimensions and area of the field, we need to know the measurements of the soccer field in the diagram.