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Mathematics, 03.12.2021 07:00 cyndy50
Using Common Parts Write a plan for a proof that does not use overlapping triangles.
Given: angle ZXW congruent to angle YWX, angle ZWX congruent to angle YXW
Prove: ZW congruent to YX
Label point M where ZX intersects WY.
ZW congruent to YX by CPCTC if _
You can prove these triangles congruent using ASA as follows:
Look at triangle MWX. MW congruent to MX by the
Converse of the Isosceles Triangle Theorem
angle ZMW congruent to angle YMX because _ are congruent. By the Angle Addition Postulate, angle ZWM congruent to angle YXM. So triangle ZWM congruent to triangle YXM by _ So ZW congruent to YX by _
Choose the correct answers for the blanks.
Blank A: angle M is a right angle, triangle WMX is isosceles, angles W and X are congruent, or triangles ZWM and YXM are congruent
Blank A is an important step!
Blank B: reflexive prop. of congruence, all of these, verticals angles, or corresponding angles
Blank C: AAA, ASA, SSS, or SAS
Blank D: SAS, SSS, CPCTC, or symmetry prop. of congruence
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Answers: 3
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Using Common Parts Write a plan for a proof that does not use overlapping triangles.
Given: angle...
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