- #1
Dr-NiKoN
- 94
- 0
Say you have:
[itex]\frac{\log(x)}{r\log{x}} = y[/itex]
r and y can be any given number.
Is there any way to solve this for x?
ie
[itex]\frac{\log(x)}{1.6\log{x}} = 20[/itex]
I'm getting this because I'm trying to calculate [itex]f(x) = \frac{x}{a}[/itex] where f(x) is of the form [itex]f(x) = cx^r[/itex]
[itex]a > 1[/itex]
[itex]\frac{\log(x)}{r\log{x}} = y[/itex]
r and y can be any given number.
Is there any way to solve this for x?
ie
[itex]\frac{\log(x)}{1.6\log{x}} = 20[/itex]
I'm getting this because I'm trying to calculate [itex]f(x) = \frac{x}{a}[/itex] where f(x) is of the form [itex]f(x) = cx^r[/itex]
[itex]a > 1[/itex]
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