plz koi too solve krdo
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Answered by
5
hey mate,
here's ur answer
area of triangle XYZ=1/2×base into height
the height of the triangle can be written as 2TY
=1/2*2TY*YZ
area of parallelogram= length * breadth
=TY*ZY
area of triangle =area of rectangle
1/2*2TY*YZ=TY*YZ
TY*YZ=TY*YZ
hence proved area of triangle= area of parallelogram
hope it helps
here's ur answer
area of triangle XYZ=1/2×base into height
the height of the triangle can be written as 2TY
=1/2*2TY*YZ
area of parallelogram= length * breadth
=TY*ZY
area of triangle =area of rectangle
1/2*2TY*YZ=TY*YZ
TY*YZ=TY*YZ
hence proved area of triangle= area of parallelogram
hope it helps
Anonymous:
sorry sorry sorry
Answered by
3
area of triangle XYZ=XFT+TFZY
area of parallelogram YTEZ = EZF +TFZY
for proving we have to prove first that
XFT=EZF
as T is midpoint of side XY
and given YTEZ is a parrelogram
XT=TY=EZ
so area of triangle is 1/2× base × height
area of triangle EFZ =1/2 × EZ×EF
area of triangle XFT=1/2×EZorXT×FT
so we have
EF=FT (as F is midpoint of side ET)
it is proved that
area of triangle XYZ=area of parallelogram YTEZ
HOPE IT HELPS YOU
area of parallelogram YTEZ = EZF +TFZY
for proving we have to prove first that
XFT=EZF
as T is midpoint of side XY
and given YTEZ is a parrelogram
XT=TY=EZ
so area of triangle is 1/2× base × height
area of triangle EFZ =1/2 × EZ×EF
area of triangle XFT=1/2×EZorXT×FT
so we have
EF=FT (as F is midpoint of side ET)
it is proved that
area of triangle XYZ=area of parallelogram YTEZ
HOPE IT HELPS YOU
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