Q3. E is a point on side BC of AABC, such that the perpendiculars from E on the sides AB and AC are equal. Show that – a) AE bisects LB

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Q3. E is a point on side BC of AABC, such that the perpendiculars from E on the sides AB and
AC are equal. Show that – a) AE bisects LBAC b) AC = AB.

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Autumn 9 months 2021-08-12T08:15:31+00:00 1 Answer 0 views 0

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    2021-08-12T08:16:51+00:00

    Answer:

    that ΔABD ∼ ΔECF. Given: Isosceles triangle ABC Where , AB = AC And , AD ⊥ BC, EF ⊥ AC E is a point on side CB To Prove : ∆ ∼ ∆ Proof :- ∆

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