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Try to evaluate the logarithm (a) log5^25

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Try to evaluate the logarithm (a) log5^25

asked Sep 23, 2024 20.5k views

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Try to evaluate the logarithm

(a) log5^25

Mathematics
college

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1 Answer

4 votes

17.474 if I’m reading it correctly

Tran Nguyen answered Sep 29, 2024

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use the product rule of logarithms to write the completely expanded expression equivalent to log5(3x 6y). make sure to use parenthesis around your logarithm functions log(x y).

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Use the Change of Base Formula to evaluate the expression. Then convert it to a logarithm in base 8. Round to the nearest thousandth if necessary log5 62 0.390; log8 2.25 2.564; log8 206.93 1.985; log8

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Change the exponential statement to an equivalent statement involving a logarithm. 25 = 5²: a) log5(25) = 2 b) log25(5) = 2 c) log2(25) = 5 d) log5(2) = 25

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