Write as a logarithm of a single expression.
-$$\log _ { 7 } 6 + \log _ { 7 } 4$$
A) $\log _ { 7 } 6$
B) $\log _710$
C) $\log _ { 7 } 168$
D) $\log _724$

Name: Write as a logarithm of a single expression. -\[\log _ { 7 } 6 + \log _ { 7 } 4\] A) $\log _ { 7 } 6$ B) $\log _710$ C) $\log _ { 7 } 168$ D) $\log _724$
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Quizplus · Accepted Answer

The property of logarithms that states $\log_b m + \log_b n = \log_b (mn)$ allows us to combine the two logarithms into one: $\log_7 6 + \log_7 4 = \log_7 (6 \times 4) = \log_7 24$.

Write as a Logarithm of a Single Expression log⁡76+log⁡74\log _ { 7 } 6 + \log _ { 7 } 4log7​6+log7​4

Write as a Logarithm of a Single Expression $\log _ { 7 } 6 + \log _ { 7 } 4$