The graph that represents the solution of [tex]\log_3(x+3) = \log_{0.3}( x - 1)[/tex] is (a)
How to determine the graph?
The equation is given as:
[tex]\log_3(x+3) = \log_{0.3}( x - 1)[/tex]
Split the equation
[tex]y = \log_3(x+3)[/tex]
[tex]y = \log_{0.3}( x - 1)[/tex]
Next, we plot the graph of both equations (see attachment)
By comparing the options with the attached graph, we can conclude that the graph that represents the solution of [tex]\log_3(x+3) = \log_{0.3}( x - 1)[/tex] is (a)
Read more about logarithmic graphs at:
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