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Mathematics, 26.10.2020 23:30 aarionna8

REASONING 6
The Method of Common Bases works because exponential functions are one-to-one, i. e. if the outputs are
the same, then the inputs must also be the same. This is what allows us to say that if 2* = 2', then x must be
equal to 3. But it doesn't always work out so easily.
If x² = 5?, can we say that x must be 5? Could it be anything else? Why does this not work out as easily as
the exponential case?
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REASONING 6
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