if a side of a square is a, why its diagonal is root 2 a?
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Step-by-step explanation:
it's simple Pythagoras theorem
consider the square abcd
take right triangle ADC
Pythagoras theorem:a²+b²=hyp²
AD²+DC²=AC²
Here, AC is diagonal
the side of the square is a. so,
a²+a²=AC²
2a²=AC²
√2a=AC
I am little bad at explaining but hope you understand and it helps you and if it does help you please mark as brainliest!!
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