A pig farmer needs 60 square feet to house a sow. The pen is 6.4 ft by 10.5 ft. Will it be large enough? Explain your reasoning

Answer:

Yes!

Step-by-step explanation:

To find the area, multiply the sides.

6.4x10.5+67.2

Then subtract

67.2-60=7.2

There is still 7.2 ft² after the sow.

Yes! 6.4 ft by 10.5 ft. Will  be large enough

The area of Rectangle is length times of width.

Given,

A pig farmer needs 60 square feet to house a sow.

The pen is 6.4 ft by 10.5 ft.

We need to find the area we get by 6.4 ft and 10.5 ft.

The area of rectangle=Length×Breadth

6.4x10.5

67.2

67.2 is more than 60 which the farmer expected

Then subtract

67.2-60=7.2

There is still 7.2 ft² after the sow

Hence, Yes the pen is 6.4 ft by 10.5 ft is large enough.

To learn more on Rectangles click:

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