In triangle XYZ, if angle X = 45 degrees and angle Y = 45 degrees, what is the r

In triangle XYZ, if angle X = 45 degrees and angle Y = 45 degrees, what is the ratio of the sides opposite to these angles? (2021)

In triangle XYZ, if angle X = 45 degrees and angle Y = 45 degrees, what is the ratio of the sides opposite to these angles? (2021)

Step 1: Identify the triangle XYZ and the given angles. We have angle X = 45 degrees and angle Y = 45 degrees.
Step 2: Recognize that in triangle XYZ, since angle X and angle Y are both 45 degrees, this is an isosceles triangle.
Step 3: In an isosceles triangle, the sides opposite the equal angles are also equal.
Step 4: Since angle X and angle Y are both 45 degrees, the sides opposite these angles (let's call them side x and side y) are equal.
Step 5: Therefore, the ratio of the sides opposite to angles X and Y is 1:1.

No concepts available.