Question 169553
I'm assuming that the expression is {{{2^(log(2,(3)))}}} right??



Let {{{y=log(2,(3))}}}



So {{{2^(log(2,(3)))}}} can be rewritten as {{{2^y}}}. 



{{{y=log(2,(3))}}} Start with the previous equation



{{{2^y=3}}} Rewrite the equation using the property: {{{log(b,(x))=y}}} ====> {{{b^y=x}}}



Since {{{2^y=3}}}, this means that {{{2^(log(2,(3)))=2^y=3}}} or simply {{{2^(log(2,(3)))=3}}}



So the answer is {{{2^(log(2,(3)))=3}}}