SOLUTION: Solve for x:
2 - x^3 = ln(x+2)
This is how I tried solving it.
e^(2 - x^3) = e^(ln(x+2))
e^(2 - x^3) = x+2
e^(2 - x^3)-2 = x
But I'm left with the x^3 in the power o
Algebra ->
Exponential-and-logarithmic-functions
-> SOLUTION: Solve for x:
2 - x^3 = ln(x+2)
This is how I tried solving it.
e^(2 - x^3) = e^(ln(x+2))
e^(2 - x^3) = x+2
e^(2 - x^3)-2 = x
But I'm left with the x^3 in the power o
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Question 1093128: Solve for x:
2 - x^3 = ln(x+2)
This is how I tried solving it.
e^(2 - x^3) = e^(ln(x+2))
e^(2 - x^3) = x+2
e^(2 - x^3)-2 = x
But I'm left with the x^3 in the power of e and I'm unable to solve it any further. Thanks! Answer by ikleyn(52810) (Show Source):
