condense-the-given-equation-to-a-single-logarithm-whose-coefficient-is-1-and-eva-10

Question

Condense the given equation to a single logarithm whose coefficient is 1, and evaluate without using a calculator if possible.(1/3)($$log_{3 }a$$ + $$log_{3 }b) - 8log$$_{3}(a + b)

Accepted Answer

log_{3}[∛(ab)/(a + $$b)^{8}$$]

Answer

log_{3}[∛$$(ab)/(ab)^{8}$$]

Answer

log_{3}[(3ab)/8(a + b)]

Answer

log_{3}[$$(ab)^{3}/(a$$ + $$b)^{1/8}$$]

Condense the given equation to a single logarithm whose coefficient is 1, and evaluate without using a calculator if possible.(1/3)(log3 a + log3 b) - 8log3(a + b)

Condense the given equation to a single logarithm whose coefficient is 1, and evaluate without using a calculator if possible.
(1/3)(log₃a + log₃b) - 8log₃(a + b)