Find 3^x-2+3^x-1=108
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We'll re-write the equation:
3*3^x + 9*3^x=108
We'll factorize by 3^x:
3^x*(3 + 9) = 108
12*3^x = 108
We'll divide by 12:
3^x = 9
We'll create matching bases writting 9 as a power of 3:
3^x = 3^2
Since the bases are matching now, we can apply one to one rule:
x = 2
The solution of the given equation is x = 2.
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