SOLUTION: Let PQRST be an equilateral pentagon. If the pentagon is concave, and \angle P = \angle Q = 135^{\circ}, then what is the degree measure of \angle T?

Question 1210533: Let PQRST be an equilateral pentagon. If the pentagon is concave, and \angle P = \angle Q = 135^{\circ}, then what is the degree measure of \angle T?
Answer by ikleyn(53617) (Show Source): You can put this solution on YOUR website!
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Let PQRST be an equilateral pentagon. If the pentagon is concave, and \angle P = \angle Q = 135^{\circ},
then what is the degree measure of \angle T?
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Similar problem was considered and solved at this forum yesterday under link

https://www.algebra.com/algebra/homework/Geometry-proofs/Geometry_proofs.faq.question.1210529.html

It was shown/proved there that such equilateral pentagon as described in the post - does not exist and can not exist.

So, the problem is an attempt to deceive a reader.

Go in peace and don't interfere with our work.

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