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<B = 75* - 40* = 35*.............(1)
in triangle AEC, <A + <AEC + <ACE = 180*
=> 40* + 2<AEC = 180* ['.' AE=AC. .'.<AEC = <ACE]
=> <AEC = 70*............(2)
Now, <AEC + <BEC = 180* ['.' Linear Pair}
=> <BEC = 180* - <AEC = 180* - 70* = 110*..................(3)
in triangle BEC, <B + <BEC + <BCE = 180*
=> 35* + 110* +<BEC = 180*
=> <BEC =35*............(4)
From (3) and (4), <B = <BEC = 35*
.'. sides opposite to these angles are also equal to each other. i.e. BE = EC.
Hence, Proved. ````` MARK AS BRAINIEST```````
ambuj38:
thanku so much
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hope this helps you buddy.......
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