
Expand the given logarithmic expression .
Answer
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Hint: Use the logarithmic property that is given as . Here 15 can be written as .
Complete step-by-step answer:
In the given problem, we have to find the expansion of .
Here the base of the logarithm can be anything, but there will be no change in the formula that is
Now, we can write 15 as . Hence, we have:
Next using the formula , we can write the expansion as:
Hence, is the required expansion form of .
Note: The properties of logarithms are crucial in solving such problems. We have to keep in mind that the formula is and should also remember that in most cases .
Complete step-by-step answer:
In the given problem, we have to find the expansion of
Here the base of the logarithm can be anything, but there will be no change in the formula that is
Now, we can write 15 as
Next using the formula
Hence,
Note: The properties of logarithms are crucial in solving such problems. We have to keep in mind that the formula is
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