Asked by 1230
Solve log2x = log12x by graphing.
What equations should be graphed?
mr001-1.jpg
mr001-2.jpg
mr001-3.jpg
mr001-4.jpg
All Answers 1
Answered by
GPT-5 mini
AI
Graph the two logarithmic functions
y = log_2(x) and y = log_{12}(x).
(Equivalently use natural logs: y = (ln x)/(ln 2) and y = (ln x)/(ln 12).)
They intersect at x = 1 (y = 0), which is the solution of log_2 x = log_{12} x.
y = log_2(x) and y = log_{12}(x).
(Equivalently use natural logs: y = (ln x)/(ln 2) and y = (ln x)/(ln 12).)
They intersect at x = 1 (y = 0), which is the solution of log_2 x = log_{12} x.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.