Question

Elisa designed a flower garden in the shape of a square with a side length of 10 feet. She plans to build a walkway along the diagonal. What is the closest measure of the length of the walkway?

Answer 1

Answer:

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Answer 2

Answer:

Step-by-step explanation:

Concept:

The concept of geometric figure will be used to solve this question.

Given:

Elisha designed the flower garden in square shape.The length of each side is $10 feet$ .She thought to build a walkway along the diagonal.

To Find:

The closest measure of the length of the walkway need to be found out.

Solution:

The length of each side of the square shaped garden is $10 feet$.

The formula of diagonal of the square is $d=\sqrt{2} a$.

Here $a$ is the length of the side.

Put the value in the above formula to get the value of the diagonal.

$\sqrt{2} a=\sqrt{2} \times 10$

The value of the above multiplication is $1.41 \times 10=14.1$

Therefore, the closest measure of the length of the walkway is $14.1 feet$.

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