given the logarithm 7^(log7(x^2)-8log7(y)) , how can you rewrite as a single term that doesnt contain a logarithm?
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$\displaystyle 7^{log_7 x^2 - log_7 y^8}$ $\displaystyle 7^{log_7 \frac{x^2}{y^8}}$ can you finish?
no i can get it there, but thats where i get stuck and cant figure out how to get it into a single term without a log
By definition:
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