Asked by jen
Find the length of each side of a square if the diagonal is 7(square root 2)?
How do I solve or set up this problem?
How do I solve or set up this problem?
Answers
Answered by
Bosnian
d = square root ( a ^ 2 + a ^ 2 )
d = square root ( 2 a ^ 2 )
d = square root ( 2 ) * square root ( a ^ 2 )
d = square root ( 2 ) * a
7 square root ( 2 ) = square root ( 2 ) * a Divide both sides by square root ( 2 )
7 = a
a = 7
d = square root ( 2 a ^ 2 )
d = square root ( 2 ) * square root ( a ^ 2 )
d = square root ( 2 ) * a
7 square root ( 2 ) = square root ( 2 ) * a Divide both sides by square root ( 2 )
7 = a
a = 7
Answered by
jen
Can you please explain that a little better, I am having a hard time understanding what you are saying
Answered by
Reiny
Bosnian is simply using the Pythagorean Theorem , where he called each of the sides a and the diagonal d
d^2 = a^2 + a^2
2a^2 = d^2
2a^2 = (7√2)^2 = 98
a^2 = 49
a = 7
d^2 = a^2 + a^2
2a^2 = d^2
2a^2 = (7√2)^2 = 98
a^2 = 49
a = 7
Answered by
jen
Thank you
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