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| quote: | Originally posted by piggy
Divide both sides by 3^(1-x),
this gives you 3^(2x-1) - 2 = 3^(x-1).
Rearrange to get (1/3)*3^2x - (1/3)*3^x - 2 = 0
Let y = 3^x, then solve as a regular quadratic equation.
This gives you y = -2, 3
3 = 3^x , so x = 1. |
correct, but you also have the second root, -2 = 3^x, solution to which involves complex numbers.
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