If diagonal of a square is 13cm then find its side.
Learner12q:
a = d^2/2
Answers
Answered by
8
Heya
Your answer given below :
______________________________
______________________________
Solution ==>
Given that,
In a square
==> Diagonal = 13 cm
We know that,
==> Diagonal of sq. = √2 a
==> So, 13 =>√3 a
==> a = 13 / √3
==> a = 13√3 / 3 cm
_______________________________
_______________________________
I hope it will help you
Thanks
Your answer given below :
______________________________
______________________________
Solution ==>
Given that,
In a square
==> Diagonal = 13 cm
We know that,
==> Diagonal of sq. = √2 a
==> So, 13 =>√3 a
==> a = 13 / √3
==> a = 13√3 / 3 cm
_______________________________
_______________________________
I hope it will help you
Thanks
Answered by
16
Heya !!
We know that, diagonal of a square divides it into two equal right triangles.
Given that, diagonal of a square = 13cm
Let 'a' be the side of square.
So, By Pythagoras theorem,
H² = P² + B²
13² = a² + a² (because all sides of square are equal)
169 = 2a²
a² = 169/2
a = √169/√2
a = 13/√2
We know that, diagonal of a square divides it into two equal right triangles.
Given that, diagonal of a square = 13cm
Let 'a' be the side of square.
So, By Pythagoras theorem,
H² = P² + B²
13² = a² + a² (because all sides of square are equal)
169 = 2a²
a² = 169/2
a = √169/√2
a = 13/√2
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