in a square onr diagonal is 16 cm find the side of the square
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Answer: Given, AC = 16 cm
Let sides of square be 'a'
∴ By using Pythagoras Theorem,
AD² + DC² = AC²
a² + a² = 16²
2a² = 256
a² = 128
a = √128
= 11.31 cm
Step-by-step explanation: please mark me as brilliant
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Answer:
let the side of the square is x cm
then, diagonal =√(side^2+side^2)
=> 16=√(x^2+x^2)
=> 16^2=2x^2
=> 256=2x^2
=> x^2=256/2=128
=> x=√128=√(8×8×2)
=> x= 8√2
side of the square is 8√2 cm
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