College

Rewrite the following logarithmic equation as an exponential equation (Replace the values in the template with the correct ones from the problem).

7=log5 M

Rewrite the following logarithmic equation as an exponential equation Replace the values in the template with the correct ones from the problem 7 log5 M

Answer :

Final answer:

The logarithmic equation 7 = log5 M can be translated to an exponential equation as M = 5^7. This is done by raising the base of the logarithm (5) to the value of the equation (7) which equals the variable M.

Explanation:

In mathematics, we can rewrite the given logarithmic equation 7 = log5 M into its equivalent exponential form. Remember that in exponential notation, the base of the logarithm becomes the base of the power.

The equation log5 M = 7 translates to M = 5^7. This is because the base of the logarithm (5 in this case) raised to the value of the equation (7), equals to our variable M. Therefore, M = 5^7 is the exponential form of our initial logarithmic equation.

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