find the area of a rectangular plot one side of which is 48 M and its diagonal is 50 m
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Answered by
10
diagonal =50m
length=48m
diagonal=√Lsquare +Bsquare
a/q=√48²+B² =50m
=√2304+breadth² =50
2304+B²=2500
B ² =2500-2304
B² =169 .
B=√169
B=13m
now,area=l×b .
=48×13 .
=624 m²
length=48m
diagonal=√Lsquare +Bsquare
a/q=√48²+B² =50m
=√2304+breadth² =50
2304+B²=2500
B ² =2500-2304
B² =169 .
B=√169
B=13m
now,area=l×b .
=48×13 .
=624 m²
Shanaya200:
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Answered by
3
Heyyyy mate..
Here is your answer..
according to attachment.
given, Diagonal AD=50m
and one side = let CD=48 m
In triangle ACD this is a right angle triangle
we know that Pythagoras theorem
AD^²= AC^²+CD^²
50^²=AC^²+48^²
AC^²= 50^²-48^²
AC=√2500-2304=√196
AC=14m
area of rectangular plot = length× Breadth
48×14=672m^²
hope it help you
Here is your answer..
according to attachment.
given, Diagonal AD=50m
and one side = let CD=48 m
In triangle ACD this is a right angle triangle
we know that Pythagoras theorem
AD^²= AC^²+CD^²
50^²=AC^²+48^²
AC^²= 50^²-48^²
AC=√2500-2304=√196
AC=14m
area of rectangular plot = length× Breadth
48×14=672m^²
hope it help you
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