Given : EB = DB,AE = BC,∠A=∠C=90° So, ΔABE≅ΔCDB
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HOLA
================
Given -- EB = DB , AE = BC
Whereas angle A = C = 90
Hence , A = C
In both the triangle angles and the sides are equal
Hence we conclude
∆ ABE = ∆ CDB
==========================
HOPE U UNDERSTAND ☺☺☺☺
================
Given -- EB = DB , AE = BC
Whereas angle A = C = 90
Hence , A = C
In both the triangle angles and the sides are equal
Hence we conclude
∆ ABE = ∆ CDB
==========================
HOPE U UNDERSTAND ☺☺☺☺
Answered by
11
Given : EB = DB
AE = BC given
Angle A = Angle C = 90°
so triangle ABE is congruent to triangle CDB by RHS criterion
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