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Solve the following equation 3^x + 1 - 3^x = 54 how do you solve if you can't make 54 into a base of 3????
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since 54/3 = 18; that might make it work
let me work it out
is this your question?\[3^x+1-3^x=54\]
or is it:\[3^x+(1-3)^x=54\]or something else?
oh.. i should make it clearer 3^(x + 1) - 3^x = 54
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ok, so we have:\[3^{x+1}-3^x=54\]therefore:\[3*3^x-3^x=54\]therefore:\[2*3^x=54\]can you solve from here?
Yes!! thank you that makes a lot of sense!!
yw
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