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x^2-ln(x+1)=0 equation

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Numerical solution:

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The solution

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 2                 
x  - log(x + 1) = 0
$$x^{2} - \log{\left(x + 1 \right)} = 0$$
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Numerical answer [src]
x1 = -8.26550804580203e-16 - 1.63082417279198e-15*i
x2 = 3.08609545143557e-14 + 4.13135585983627e-15*i
x3 = -7.81682212352974e-16 + 5.22175112561836e-16*i
x4 = 1.23260021775596e-14 + 1.76315819915285e-14*i
x5 = 0.746881742308529
x6 = 0.0
x7 = -1.40039364903717e-15 + 6.50361553588721e-15*i
x8 = 1.43935923728064e-15 - 7.80033490466454e-15*i
x9 = 1.69578137692591e-14 - 1.31435410412581e-14*i
x9 = 1.69578137692591e-14 - 1.31435410412581e-14*i