answer question no 8
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In Triangle ABC and ADE
angle BAC = angle EAD (Vertically Opp. Angles)
AB=AD(GIVEN
AC=AE(GIVEN)
By SAS cong.rule
Traingle ABC ~= Triangle ADE
angle B = angle D (c.p.c.t)
And this implies
BC||DE (Alternate Interior Angles are equal)
angle BAC = angle EAD (Vertically Opp. Angles)
AB=AD(GIVEN
AC=AE(GIVEN)
By SAS cong.rule
Traingle ABC ~= Triangle ADE
angle B = angle D (c.p.c.t)
And this implies
BC||DE (Alternate Interior Angles are equal)
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0
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