Given the function:
y=log3x
What does the coordiate (3,1) represent?
Consider the function y=log3xy=log_3xy=log3x
And the coordinates of the given point =(3,1)=(3,1)=(3,1)
Now x=3⇒y=log33=1x=3 \Rightarrow y=log_33=1x=3⇒y=log33=1
So, the given point (3,1)(3,1)(3,1) lies on the graph of the function.
Therefore, (3,1) lies on the graph of the function y=log3xy=log_3xy=log3x
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