Discussion :: Square Root and Cube Root
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What should come in place of both x in the equation \(\frac { X } { \sqrt{128} }\)=\(\frac { \sqrt{162}} { X } \)
Answer : Option A
Explanation :
Let \(\frac { X } { \sqrt{128} }\)=\(\frac { \sqrt{162}} { X } \)
Then x2 =\(\sqrt{128*162}\)
=\(\sqrt{64*2*18*9}\)
=\(\sqrt{8^2*6^2*3^2}\)
=8 x 6 x 3
=144
x=\(\sqrt{144}\)=12
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