Condense the expression to the logarithm of a single quantity.
{eq}\rm a) \ \ln (2) + \ln (x) {/eq}
Question:
Condense the expression to the logarithm of a single quantity.
{eq}\rm a) \ \ln (2) + \ln (x) {/eq}
Properties of Logarithms:
There are many properties of logarithms; some of them are:
The logarithm of a product:
- {eq}\displaystyle \ln (ab) = \ln a + \ln b {/eq}
The logarithm of a quotient:
- {eq}\displaystyle \ln \frac{a}{b} = \ln a - \ln b {/eq}
The logarithm of a power:
- {eq}\displaystyle \ln a^b = b \ln a {/eq}
The inverse function of a logarithm is the exponent function.
Answer and Explanation:
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Logarithms | Overview, Process & Examples
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Chapter 10 / Lesson 3Explore logarithms. Learn the definition of a logarithm and understand how it works. Discover interesting logarithm examples and find how they are expressed.
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