in the given figure AB = OE, AC = DE, then prove that triangle ABC = triangle EOD
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Answered by
3
In triangles ABC, EOD
AB=OE (given)
AC=DE (given)
Angle ABC = angle EOD (90 each)
By RHS
Triangle ABC is congruent to Triangle EOD
AB=OE (given)
AC=DE (given)
Angle ABC = angle EOD (90 each)
By RHS
Triangle ABC is congruent to Triangle EOD
Answered by
1
Step-by-step explanation:
In ∆ ABC and ∆ ODE
AB = OE ( given)
AC = DE ( given)
Angle O = Angle B ( each 90° )
so, by SAS ∆ ABC = ∆ EOD
so, BC = OD ( by CPCT)
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