If DE//BC, find x in the given figure!!☺☺
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Answers
Answered by
4
use mid point theorem. ..
..then..
x/x-2=x+2/x-1
..
after it cross multipication...
x(x-1)=(x-2)×(x+2)
x2-x=x2+2x-2x-4
-x=-4
x=4
.
.i think it is correct....
.
.
.☺
..then..
x/x-2=x+2/x-1
..
after it cross multipication...
x(x-1)=(x-2)×(x+2)
x2-x=x2+2x-2x-4
-x=-4
x=4
.
.i think it is correct....
.
.
.☺
Dikshitha158:
samaj mai. aaya kuch??
Answered by
10
Hi Friend ✋✋✋
Given That :-
DE // BC
So by BASIC PROPORTIONALITY THEOREM ....

Hope it helps ☺☺
Given That :-
DE // BC
So by BASIC PROPORTIONALITY THEOREM ....
Hope it helps ☺☺
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