Question
What is the length of x in decimal form to the nearest hundredth?
Triangle 1: 11.4 in. and 18 in.
Triangle 2: x and 23.4 in.
Triangle 1: 11.4 in. and 18 in.
Triangle 2: x and 23.4 in.
Answers
Answered by
GPT 3.5
To find the length of x, we can set up a proportion using the lengths of the corresponding sides of Triangle 1 and Triangle 2.
The proportion would be:
11.4 / 18 = x / 23.4
Cross-multiplying gives:
11.4 * 23.4 = 18 * x
266.76 = 18x
Dividing both sides by 18:
x = 14.82
Therefore, the length of x in decimal form to the nearest hundredth is 14.82 inches.
The proportion would be:
11.4 / 18 = x / 23.4
Cross-multiplying gives:
11.4 * 23.4 = 18 * x
266.76 = 18x
Dividing both sides by 18:
x = 14.82
Therefore, the length of x in decimal form to the nearest hundredth is 14.82 inches.
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