Question: How can you use a logarithmic function to solve 8^x=32768? Choose all the statements that apply. A. logarithms are inverse functions to exponential functions. B.

How can you use a logarithmic function to solve 8^x=32768? Choose all the statements that apply. A. logarithms are inverse functions to exponential functions. B. logarithms are equal to exponential functions. C. 8^x=32768 is equivalent to x=log_8 32768=5. D. 8^x=32768 is equivalent to x=log_5 32768=8. E. 8^x=32768 is equivalent to log 32768/log 8=5

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