Rewrite as a Single Logarithm $$\log _ { x } x + \log _ { x } y$$

question 71

Multiple Choice

Rewrite as a single logarithm.
- $$\log _ { x } x + \log _ { x } y$$

• A) \(\log _ { x } x \cdot \log _ { x } y\)
• B) \(\log _ { x } \frac { x } { y }\)
• C) \(\log _ { \mathrm { x } } \mathrm { xy }\)
• D) \(\log _ { \mathrm { x } } ( \mathrm { x } + \mathrm { y } )\)

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Definitions:

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The time period between when a bill is discounted and its maturity date; in finance, it often refers to the period for which a discount is applied to a cash flow.

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A credit facility that allows a borrower to obtain multiple advances within a specified limit to finance short-term needs.

Committed Funds

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A condition where a company does not have sufficient capital to conduct normal business operations effectively.