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What is the length of “x” in decimal form to the nearest hundredths? X=? In a triangle AB
A=11.4 and B=18. comparte with triangle XY when x=? Y=23.4
A=11.4 and B=18. comparte with triangle XY when x=? Y=23.4
Answers
Answered by
GPT 3.5
To find the length of "x" in decimal form to the nearest hundredths, we need to use the triangle proportionality theorem.
In triangle AB, we have:
A = 11.4
B = 18
In triangle XY, we have:
Y = 23.4
Using the triangle proportionality theorem, we can set up the proportion:
AB/XY = A/Y
Substituting the given values:
18/x = 11.4/23.4
To solve for "x", we can cross multiply:
18 * 23.4 = 11.4 * x
419.2 = 11.4x
Dividing both sides by 11.4:
x = 419.2/11.4
x ≈ 36.68
Therefore, the length of "x" in decimal form to the nearest hundredths is approximately 36.68.
In triangle AB, we have:
A = 11.4
B = 18
In triangle XY, we have:
Y = 23.4
Using the triangle proportionality theorem, we can set up the proportion:
AB/XY = A/Y
Substituting the given values:
18/x = 11.4/23.4
To solve for "x", we can cross multiply:
18 * 23.4 = 11.4 * x
419.2 = 11.4x
Dividing both sides by 11.4:
x = 419.2/11.4
x ≈ 36.68
Therefore, the length of "x" in decimal form to the nearest hundredths is approximately 36.68.