Math, asked by opinder117344, 9 months ago

17) in the figure, C is the midpoint of AE. Prove that BC - DC.

Answers

Answered by MagicalGiggles

$<body bgcolor=black>$

$\huge\underline\pink{DULARI..!!}$

$<font color=white>$

→ if C is mid point of AE then

AC = CE

and

AB = DE [ already given ]

Angle ACB = Angle DCE

So by Congruence rule

∆ ABC congruence to ∆ DCE

By SAS property

BC = DC

Hence proved .

$<marquee>♡Dulari♡</marquee>$

Previous Question

Next Question