Question

2. Write $log_{\frac{5}{7}}\frac{2}{9} = x$ in exponential form, using the given base (1 mark) 3. Write $9^x = \frac{4}{15}$ in logarithmic form, using the given base (1 mark)

          2. Write $log_{\frac{5}{7}}\frac{2}{9} = x$ in exponential form, using the given base (1 mark)
3. Write $9^x = \frac{4}{15}$ in logarithmic form, using the given base (1 mark)

2. Write log(5)/(7)(2)/(9) = x in exponential form, using the given base (1 mark)
3. Write 9^x = (4)/(15) in logarithmic form, using the given base (1 mark)

Added by John W.

Calculus: Early Transcendentals

James Stewart 8th Edition

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Solved by Expert Sutara K

Step 1

To write log base 3 of x in exponential form, we can say that 3 raised to what power equals x. So, the exponential form would be 3^x = x. Show more…

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2. Write log;3 x in exponential form , Using the given base mark) 3. Write 9* = 15 in logarithmic form; using the given base mark}

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Question

2. Write $log_{\frac{5}{7}}\frac{2}{9} = x$ in exponential form, using the given base (1 mark) 3. Write $9^x = \frac{4}{15}$ in logarithmic form, using the given base (1 mark)

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