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the reciprocal of 4 [#permalink]
2
arjunbhat04 wrote:
Ans should be D right because quantity B can be -ve also

Posted from my mobile device


Please refer to quantitative review guid on exponents and roots theory.

It suffices to consider positive roots only when root values are not specified as opposed to e.g. \(x^2=16\) .. \(x=-4\) or \(x=+4\)

\(\sqrt{\frac{1}{16}}\) = \(+\frac{1}{4}\) only

It might be confusing, but if you refer to the guide, it'll be helpful what to consider!
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the reciprocal of 4 [#permalink]
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