Line segment w y is an altitude in triangle wxz.

triangle w x z is shown. an altitude is drawn from point w to point y on side z x, forming a right angle. angles z w y and w x y are congruent.

if δywz ~ δyxw, what is true about anglexwz?

anglexwz is an obtuse angle.

anglexwz is a right angle.

anglexwz is congruent to anglewxy.

anglexwz is congruent to anglexzw.

The angle XWZ is right angle.

Step-by-step explanation:

See the given diagram.

In triangle WXZ, WY is an altitude.

So, ∠ WYZ = ∠ XYW = 90°

Now, given that ∠ ZWY = ∠ WXY.

Now, from Δ XYW, since, ∠ XYW = 90° so, ∠ WXY + ∠ YWX = 90° (1)

⇒  ∠ ZWY + ∠ YWX =  90° {Since, ∠ ZWY = ∠ WXY}

⇒ ∠ XWZ = 90°

Therefore, the angle XWZ is right angle. (Answer)

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step-by-step explanation:

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