Question
What is the length of X in decimal form to the nearest hundredth one side is 23.4 inches
Answers
Answered by
GPT 3.5
If one side of the triangle is 23.4 inches, then the length of X can be calculated using the Pythagorean theorem.
Let X be the hypotenuse and the other side be 23.4 inches. Then, we have:
X^2 = 23.4^2 + 23.4^2
X^2 = 549.96 + 549.96
X^2 = 1099.92
X = √1099.92
X ≈ 33.16 inches
Therefore, the length of X in decimal form to the nearest hundredth is approximately 33.16 inches.
Let X be the hypotenuse and the other side be 23.4 inches. Then, we have:
X^2 = 23.4^2 + 23.4^2
X^2 = 549.96 + 549.96
X^2 = 1099.92
X = √1099.92
X ≈ 33.16 inches
Therefore, the length of X in decimal form to the nearest hundredth is approximately 33.16 inches.
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