3a-b and 6b-a are the adjacent sides of a rectangle then it's perimeter is??
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Answered by
3
perimeter =2 (l+b)
so perimeter = 2 (3a-b + 6b-a)
=2×(2a+5b)
=4a+10b
HOPE IT HELPS.
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so perimeter = 2 (3a-b + 6b-a)
=2×(2a+5b)
=4a+10b
HOPE IT HELPS.
Mark as brainliest
Answered by
2
Heya !!
Here is ur answer
==========================
Given :-
Adjacent sides of rectangle :-
➡ 3a -b
➡ 6b -a
Question :- perimeter ??
________
Perimeter of rectangle = 2( l+B)
________
Here l = 3a-b ; b = 6b -a
Perimeter = 2[ ( 3a-b + 6b -a ) ]
➡ 2 ( 2a +5b )
➡ 4a + 10b
=========================
Hence the perimeter of given rectangle is 4a +10b
==========================
Hope it helps u..!!
Here is ur answer
==========================
Given :-
Adjacent sides of rectangle :-
➡ 3a -b
➡ 6b -a
Question :- perimeter ??
________
Perimeter of rectangle = 2( l+B)
________
Here l = 3a-b ; b = 6b -a
Perimeter = 2[ ( 3a-b + 6b -a ) ]
➡ 2 ( 2a +5b )
➡ 4a + 10b
=========================
Hence the perimeter of given rectangle is 4a +10b
==========================
Hope it helps u..!!
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