Suppose you are solving the following equation: 2^(3x)=((1)/(16))^(x+1) You can solve this equation by re- writing...

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Suppose you are solving the following equation: 2^(3x)=((1)/(16))^(x+1) You can solve this equation by re- writing both sides with the same base. If you re-write both sides with base 2, what is the expression you get in the exponent on the right hand side? 2^(3x)=2^(?) Suppose you are solving the following equation: 2^(3x)=((1)/(16))^(x+1) You can solve this equation by re- writing both sides with the same base. If you re-write both sides with base 2, what is the expression you get in the exponent on the right hand side? 2^(3x)=2^(?)