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Express as the Logarithm of a Single Expression $6 \log _ { b } x - \log _ { b } y$

Question 143

Multiple Choice

Express as the logarithm of a single expression. Assume that variables represent positive numbers.
- $6 \log _ { b } x - \log _ { b } y$

A) $\log _ { b } x ^ { 6 } \div \log _ { b } y$
B) $\log _ { b } \frac { x ^ { 6 } } { y }$
C) $\log _ { b } \left( x ^ { 6 } - y \right)$
D) $\log _ { b } \frac { 6 x } { y }$

Express as the Logarithm of a Single Expression 6log⁡bx−log⁡by6 \log _ { b } x - \log _ { b } y6logb​x−logb​y

Multiple Choice

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Express as the Logarithm of a Single Expression $6 \log _ { b } x - \log _ { b } y$

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