If ANAP AMUG, determine which of parts (a) through (c), if any, are necessarily true. Explain why. a. Is NP = MG true? %3D O A. Yes. Since the triangles are congruent and NP corresponds to MG, NP MG, so NP = MG. %3D O B. No. NP and MG are not corresponding line segments in the two triangles. b. Is ZA ZM true? O A. Yes. Since the triangles are congruent and ZA corresponds to ZM, then ZA ZM. B. No. ZA and ZM are not corresponding angles in the triangles. c. Is AP MU true? O A. No. AP and MU are not corresponding line segments in the two triangles. B. Yes. Since the triangles are congruent and AP corresponds to MU, then AP MU.

If ANAP AMUG, determine which of parts (a) through (c), if any, are necessarily true. Explain why. a. Is NP = MG true? %3D O A. Yes. Since the triangles are congruent and NP corresponds to MG, NP MG, so NP = MG. %3D O B. No. NP and MG are not corresponding line segments in the two triangles. b. Is ZA ZM true? O A. Yes. Since the triangles are congruent and ZA corresponds to ZM, then ZA ZM. B. No. ZA and ZM are not corresponding angles in the triangles. c. Is AP MU true? O A. No. AP and MU are not corresponding line segments in the two triangles. B. Yes. Since the triangles are congruent and AP corresponds to MU, then AP MU.

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Description: If ANAP AMUG, determine which of parts (a) through (c), if any, are necessarily true. Explain why.a. Is NP = MG true?O A. Yes. Since the triangles are congruent and NP corresponds to MG, NP MG, so NP = MG.O B. No. NP and MG are not corresponding lin

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter2: Parallel Lines

Section2.3: Proving Lines Parallel

Problem 18E: In Exercises 17 and 18, complete each proof by filling in the missing statements and reasons. Given:...

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