Very simple symbol question regarding a logarithmic function (I can't find it)

AI Thread Summary
The discussion centers on a leftwards arrow symbol encountered in a logarithmic function context, specifically in the equation log(3)9. The user is confused about the meaning of the arrow, which appears next to the solution x = 2. Responses suggest that the arrow may indicate a substitution or that x = 2 is the derived solution. There is no standard notation associated with this symbol, and it seems to be an author's unique way of conveying the solution process. Overall, the leftwards arrow likely serves to clarify the relationship between the solution and the equation.
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Well I have this leftwards arrow in my book describing the solution to a logarithmic function and I've not seen it thus far and (if I was ever introduced to it) have since forgot what it means!

When asked to find log(3)9
3^x = 9
3^x = 3^2
<--x = 2
log(3)9 = 2

I'm not sure what the leftwards arrow beside the x is for :(

Please forgive my logarithmic notation, I'm aweful with latex(?) so please note that 3 is the base (so I separated it in brackets).
 
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I don't think there is anything "standard" there. It's just the author's way of telling you to substitute the value x = 2 into the equation or that x = 2 is the solution.
 
I'll take a guess: "it follows from".
 
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