find the ratio of premeter of a square whose each side is a^3+2a^2+2a+1 and a^2+a+1 respectively
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we know ,
perimeter of square =4 x side length
hence ,
perimeter of 1st square =4 {a^3+2a^2+2a+1}
=4 {a^3+a^2+a^2+a+a+1}
=4 (a+1)(a^2+a+1)
again
perimeter of 2nd square =4 {a^2+a+1}
now,
ratio=4 (a+1)(a^2+a+1)/4 (a^2+a+1)
=(a+1)
perimeter of square =4 x side length
hence ,
perimeter of 1st square =4 {a^3+2a^2+2a+1}
=4 {a^3+a^2+a^2+a+a+1}
=4 (a+1)(a^2+a+1)
again
perimeter of 2nd square =4 {a^2+a+1}
now,
ratio=4 (a+1)(a^2+a+1)/4 (a^2+a+1)
=(a+1)
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