two adjacent sides of a parallelogram are in the 2 : 3 and its perimeter is 50 cm find length of the side of the parallelogram
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Answered by
15
Let the common ratio be x.
So 2x:3x and two times their sum = 50 cm.
2(2x+3x)=50.
2(5x)=50.
10x=50.
x=5.
Now,as we found the common ratio the length of the sides are:
2x=10cm.
3x=15cm.
So 2x:3x and two times their sum = 50 cm.
2(2x+3x)=50.
2(5x)=50.
10x=50.
x=5.
Now,as we found the common ratio the length of the sides are:
2x=10cm.
3x=15cm.
Answered by
20
Let sides are ( 2x and 3x )
Perimeter of ||gm = 50
=> 2( 2x + 3x ) = 50
=> 2( 5x ) = 50
=> 10x = 10 × 5
=> x = 5 cm
Hence, sides are
• 2x = 2( 5 ) = 10 cm
• 3x = 3( 5 ) = 15 cm
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