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Solve the equation
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\[(lgx)^{lgx}=x\]
I can only suggest you graph y = (lgx)^(lgx) and y = x and see if they intersect.
https://www.desmos.com/calculator/1dbqsre8am It might look if x = 1 is a solution but it isn't because log 1 ^ log 1 = 0^0 is indeterminate
So there is no solution.
Ah, thank you!
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@welshfella can you help me with this one too? \[(\log_{5} x)^2-3\log_{5} (x+2)=0\]
convert to natural logarithms ln^2 x ln (x+2)^3 ------ = ------- ln^2 5 ln 5
1.6094 ln^2 x = 2.5903 ln (x + 2)^3 ln^2 x = 1.6095 ln (x + 2)^3 again you can solve this one graphically use desmos.
to convert to natural logs I used the change of base rule; logb x = loga x / loga / b
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