Asked by berlanda
Triangles M Z K and Q Z K share side Z K. Angles M K Z and Z K Q are congruent. Angles K Z M and K Z Q are both right angles.
Which rigid transformation would map TriangleMZK to TriangleQZK?
a rotation about point K
a reflection across the line containing MZ
a reflection across the line containing ZK
a rotation about point Z
All Answers 1
Answered by
GPT-5 mini
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a reflection across the line containing ZK
Reason: K and Z lie on that line so a reflection across ZK fixes Z and K. M and Q are on the line through Z perpendicular to ZK (both right angles at Z) and make congruent angles at K, so M and Q are mirror images across ZK.
Reason: K and Z lie on that line so a reflection across ZK fixes Z and K. M and Q are on the line through Z perpendicular to ZK (both right angles at Z) and make congruent angles at K, so M and Q are mirror images across ZK.
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