I. $$ {\sqrt{12}}>{^{3}{\sqrt{16}}}>{^{4}{\sqrt{24}}}$$
II. $$ ^{3}{\sqrt{25}}>{^{4}{\sqrt{32}}}>{^{6}{\sqrt{48}}}$$
III. $$ ^{4}{\sqrt{9}}>{^{3}{\sqrt{15}}}>{^{6}{\sqrt{24}}}$$
If $$ 3 ^{2x-y}=3^{x+y}=\sqrt{27}$$ then the value of y is
867 05efeaf1bd4461c5b47dcea3cIf $$ {x^{\sqrt{x}}}={({x{\sqrt{x}}})^{x}}$$, then the find the value of x
865 05f2e3d9579b9e641a76465c2If $$ {2^{2n-1}}={1\over8^{n-3}}$$,then the value of n is:
768 05ef1844a2c39485d739e5926$$ {{2^n+2^{n-1}}\over {2^{n+1} -2^n}}=?$$
750 05f3f91df9ab97f7febf678e4Find the cube root of $$ ^{3}\sqrt{-13824}$$.
729 05f40d93cb8958f14fa2b014d