the length of a rectangular field is 82 M if its perimeter is 248 M what is the breadth
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Answered by
53
Given,
Length of the rectangular field , L = 82m
Breadth of the rectangular field, B = ?
Perimeter of the rectangular field = 248m
We know,
Perimeter of the rectangle = 2 ( L+B )
i.e. 248 = 2 ( 82 + B )
=> 124 = 82 + B
=> 124 - 82 = B
=> 42 = B
Required, Breadth of the rectangular field = 42m
#racks
Length of the rectangular field , L = 82m
Breadth of the rectangular field, B = ?
Perimeter of the rectangular field = 248m
We know,
Perimeter of the rectangle = 2 ( L+B )
i.e. 248 = 2 ( 82 + B )
=> 124 = 82 + B
=> 124 - 82 = B
=> 42 = B
Required, Breadth of the rectangular field = 42m
#racks
Answered by
21
perimeter = 248m
length = 82m
2(l+b) = 248m
2*82+2b = 248m
2b = 248 - 164
2b = 84
b = 84/2
b = 42m
length = 82m
2(l+b) = 248m
2*82+2b = 248m
2b = 248 - 164
2b = 84
b = 84/2
b = 42m
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