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in the paper airplane shown ABCD is congruent to EFGH ... angle B= angle BCD= 90 and angle BAD = 143 find angle FEH

User Rgvlee
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2 Answers

5 votes

Answer: Angle FEH = 143.

Explanation:

Given : in the paper airplane shown ABCD is congruent to EFGH ... angle B= angle BCD= 90 and angle BAD = 143.

To find : angle FEH.

Solution : We have given quadrilateral ABCD is congruent to EFGH.

Shapes of quadrilateral ABCD and EFGH is trapezoid.

By congruent rule : side AB ≅ EF, BC≅FG, CD≅GH, DA≅HE and all corresponding angles are equal.

By given statement angle B = angle BCD = 90 and angle BAD = 143

We can see by congruent rule angle BAD ≅ angle FEH = 143.

Therefore, angle FEH = 143.

User Bob Dylan
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ABCD ~ EFGH

Corresponding sides and corresponding angles are equal.


\angle{FEH}=\angle{BAD}=143^o
in the paper airplane shown ABCD is congruent to EFGH ... angle B= angle BCD= 90 and-example-1
User Litsa
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