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# Alex is making a rectangular garden and wants a fence around it he wants the length?

Updated: 11/1/2022

Wiki User

8y ago

Only one way to find out: measure the width and the length of the garden, add them together and multiply by two which gives the perimeter of the rectangular garden.

Wiki User

8y ago

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Q: Alex is making a rectangular garden and wants a fence around it he wants the length?
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### Alex is making a rectangular garden and wants a fence around it. He wants the length of the garden to be 3 feet longer than the width. He can afford only 150 feet of fence. What is the greatest possib?

The length would be 39 feet and the width 36 feet for a perimeter of 150 feet

### Alex is making a rectangular garden and wants a fence around it He wants the length of the garden to be 3 feet longer than the width He can afford only150 feet of fence What is the greatest possibl?

If the greatest amount of fencing that Alex can buy is 150 feet, then the greatest amount that the lengths can be are 36 ft by 39 ft. 36+36+39+39 is equal to 150. 36+3 is 39.

### Alex is making a rectangular garden and wants a fence around it He wants the length of the garden to be 3 feet longer than the width 150 feet of fence is all he can afford What is the greatest possibl?

The garden has to be 36-ft by 39-ft. 150-ft of fence will just enclose it, and the area is 1,404 square feet. If the length didn't have to be 3-ft more than the width, then he could make it 37.5-ft square. The same 150-ft of fence would enclose it, but the area would be 1,406.5 square feet ... a full 0.16%, or 2.5 square feet, more.

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Assuming that the prism is a rectangular prism, even though there is no justification for making that assumption, the answer is 488 square units of length.

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The reason for use of iron making garden gates is that they are resistant to corrosion.

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1- 5 people can make a garden together

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By planting them and making sure they stay healthy.

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The reason for use of iron making garden gates is that they are resistant to corrosion.

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