Question
In a right angled tringle ABC, write the value of $\sin^2\text{A}+\sin^2\text{B}+\sin^2\text{C}.$
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$f(0)$
$f(x)=256 x^4, g(x)=\sqrt{x}$
$\overline{\left(\frac{ z _1}{ z _2}\right)}=\frac{\overline{ z }_1}{\overline{ z }_2}$