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Tristan wants to build a square garden in his backyard that will cover an area of 75ft(squared). If Tristan has 32 feet of material for the perimeter of the garden, does he have enough? Explain



Answer :

varshamittal029

The answer is no he doesn't have enough material.

Material of thirty two feet with the person isn't ample to hide the sq. garden.

Tristan desires to create a sq. garden having space= seventy five sq. feet

Since, space of a sq. is given by the expression,

Area = (Side)²

By subbing the worth of space within the expression,

75 = (Side)²

√75 = √(Side)²

5√3 = SideSide = 8.66 feet

Since, perimeter of a sq. is given by the expression,

Perimeter of a sq. = 4(side)

Therefore, Perimeter of the sq. garden = 4(8.66)= 34.64 feet

A person features a material of length = thirty two feet

If the length of the fabric is enough to hide the sq.field,

Length of the fabric the fabric of the garden  32 feet ≥ 34..64 feet

Which is not true

.Therefore, material isn't of enough length to hide the sq. garden.

Learn more about area and perimeter here brainly.com/question/10824107

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