What is the point of intersection of the curves $y=3^{x-1}\ln x$ and $y=x^x-1$?
By hit and trial, I got the intersection point as $(1,0)$. Is there any other way I could find the intersection?
What is the point of intersection of the curves $y=3^{x-1}\ln x$ and $y=x^x-1$?
By hit and trial, I got the intersection point as $(1,0)$. Is there any other way I could find the intersection?
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