The measure of angle y is 75° as calculated from the properties of similar triangles.
The angle Y has a length of 75°.
Similar triangles differ in size but have the same shape. Corresponding angles are identical in similar triangles.
Triangles ABC and XYZ are comparable to each other, therefore let's look at triangle ABC as an example.
Measure 45° in angle A.
Angle C is 60 degrees.
Angle B measures 75° since the sum of the triangle's angles equals 180°.
Triangle ABC's resemblance to XYZ causes The Angle Y to measure 75°.
As a result, The Angle Y is 75°.
Similar triangles are those with the same form but different sizes. Examples of related objects are all equilateral triangles and squares with any side length. In other words, two triangles that are comparable have corresponding sides that are proportionately equal and corresponding angles that are congruent.
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