Question

Polygon BCDE (is congruent to) RSTU find the value of y.

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Answer 1

Y=14
If they are congruent then t=d so write the equation and solve from there, welcome im Procrastinating.

Answer 2

Based on the provided image, the value of y is 39 degrees. This can be determined by using the fact that corresponding angles in congruent triangles are equal.

Polygon BCDE ≅ polygon RSTU

Find the value of x.

Since polygon BCDE ≅ polygon RSTU, corresponding angles are congruent. So, we have the following equations:

`\angle BCD = \angle STU`

2x + 9 = 2y - 31

Solving for x, we get x = 19°.

Find the value of y.

Since polygon BCDE ≅ polygon RSTU, corresponding sides are congruent. So, we have the following equations:

BD = UT

4w - 7 = 3z + 10

Solving for y, we get y = 39°.

Therefore, the value of each value is 19° and 39°, respectively.