Question

Given: Triangle STU with Line segment S T is parallel to line segment X Y
Prove: StartFraction S X Over X U EndFraction = StartFraction T Y Over Y U EndFraction
Triangle S T U is cut by line segment X Y. Line segment X Y goes from side U S to side U T. Angle U Y X is 1, angle Y X U is 3, angle U T S is 2, and angle T S U is 4.
Complete the steps of the proof.
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Answer 1

Answer: triangle STU is similar to triangle XYU

subtraction property

Step-by-step explanation:

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Answer 2

The triangle STU is similar to the triangle XYU.

We have given that,

Triangle STU with Line segment S T is parallel to line segment X Y

Prove: StartFraction S X Over X U EndFraction = StartFraction T Y Over Y U EndFraction

Triangle S T U is cut by line segment X Y.

Line segment X Y goes from side U S to side U T.

Angle U Y X is 1, angle Y X U is 3, angle U T S is 2, and angle T S U is 4.

What is the subtraction property?

The Subtraction Property of Equality states that an equal value subtracted or removed from two equal items will result in a new equal amount.

The triangle STU is similar to the triangle XYU.

To learn more about the subtraction property visit:

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