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Let $$ 0 < x < 1$$. Then the correct inequality is
$$ x < \surd x < x^2 $$
$$ \surd x < x < x^2 $$
$$ x^2 < x < \surd x $$
$$ \surd x < x^2 < x $$
Let us take an example of 0.25 (0 < 0.25 <1)
0.0625 < 0.25 < 0.5
So , the correct order is $$ x^2 < x < \surd x $$.
So, the answer would be option c)$$ x^2 < x < \surd x $$
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