If "x" is 'what squared' and "x^2+x^2=x^2" , then "x=0."
Assume that the value of 'what squared' may differ.
Let the measures of Right angled triangle be as follows:
Opposite side = 4 cm;
Adjacent side = 3 cm;
Hypotenuse = 5 cm;
"Opposite \\space side^2 + Adjacent \\space side^2 = Hypotenuse^2"
4 square add 3 squared equals 5 squared
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