Two adjacent sides of a parallelogram are in the ratio 5: 7. If the perimeter of parallelogram is 72 cm, find the length of its side
Answers
Answered by
118
Let the adjacent sides be 5x and 7x respectively. Then we know that the opposite sides of a parallelogram are equal and opposite.
So 5x+7x+5x+7x=24x
Now 24x=72
Or x= 72/24=3cm
So 5x= 5*3=15cm
And 7x=7*3=21cm
Hope u got that :-)
So 5x+7x+5x+7x=24x
Now 24x=72
Or x= 72/24=3cm
So 5x= 5*3=15cm
And 7x=7*3=21cm
Hope u got that :-)
ASHOKPramanik:
Thanks
Answered by
63
Hello!!
Here is the answer.
Given that adjacent sides are in ratio 5:7 and perimeter is 72 cm.
Let the common ratio be k.
So, sides will be 5k and 7k.
Now,
P = 2(sum of adjacent sides)
72 = 2 ( 7k + 5k)
72 = 2 (12k)
36 = 12k
k = 3.
So, sides are
5k = 5×3= 15 cm and 7k = 7×3 = 21 cm.
Hope You Got It
Here is the answer.
Given that adjacent sides are in ratio 5:7 and perimeter is 72 cm.
Let the common ratio be k.
So, sides will be 5k and 7k.
Now,
P = 2(sum of adjacent sides)
72 = 2 ( 7k + 5k)
72 = 2 (12k)
36 = 12k
k = 3.
So, sides are
5k = 5×3= 15 cm and 7k = 7×3 = 21 cm.
Hope You Got It
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