Asked by Chris
Is the answer to this problem correct? I'm not sure and I want to make sure I do well on the test.
Evaluate the following logarithms given log 4/log a = .321
The answer my teacher gave me was 0.963.
What is the reasoning behind the answer?
Evaluate the following logarithms given log 4/log a = .321
The answer my teacher gave me was 0.963.
What is the reasoning behind the answer?
Answers
Answered by
drwls
What is the base of your logarithms? 10? Are you supposed to evaluate a ?
I don't see how to get a = 0.963
I don't see how to get a = 0.963
Answered by
Reiny
are you solving for a ?
log 4/log a = .321
log a = log 4/.321
log a = 1.875576
a = 10^1.875576
= 75.089
check
log 4/log 75.089 = .321
log 4/log a = .321
log a = log 4/.321
log a = 1.875576
a = 10^1.875576
= 75.089
check
log 4/log 75.089 = .321
Answered by
Bailey
Is your question evaluate a given that log4/loga=0.321?
if that's the case, then the answer is wrong.
if that's the case, then the answer is wrong.
Answered by
Chris
Yeah, it was to solve for A.
I assumed it was to multiply by 3. Seeing as 4^3 = 64.
log(sub a) 4 = .321
I assumed it was to multiply by 3. Seeing as 4^3 = 64.
log(sub a) 4 = .321
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