The figure below shows a partially completed construction of triangle XYZ. The length of all three sides of the triangle is the same as the radius of the circle because all three points lie on or inside the arc. The length of XY is less than the length of XZ because Y lies inside the arc and Z lies on the arc. Two angles in the triangle are congruent because segment XY and segment XZ are of the same length. Angle YXZ measures less than 90˚ because X is the center of the circle on which the other two vertices lie.
The second statement is true. The first is not true; Y would have to be on the arc to make it true. The third statement is not true because the premise (XY same length as XZ) is not true. YXZ is less than 90 degrees, but not for the stated reason.
so which one would it be?
What did I say?
lol you didnt give me a direct answer kinda confused me alittle
Read the first sentence. The subsequent sentences are explanations why the others are wrong.
so its the first one lol
You need to read my answer.
i dont even understand what the problem is asking
It's a multiple choice question. One of the statements is true, the others are not.
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