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-71+44x^3+29x^4+33x^5+15x^6-27x^7+24x^9+50x^10=0 equation

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Numerical solution:

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The solution

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          3       4       5       6       7       9       10    
-71 + 44*x  + 29*x  + 33*x  + 15*x  - 27*x  + 24*x  + 50*x   = 0
$$50 x^{10} + \left(24 x^{9} + \left(- 27 x^{7} + \left(15 x^{6} + \left(33 x^{5} + \left(29 x^{4} + \left(44 x^{3} - 71\right)\right)\right)\right)\right)\right) = 0$$
Numerical answer [src]
x1 = 0.94407364525175 - 0.601548912227816*i
x2 = -0.829803608069395 - 0.72012908158084*i
x3 = -1.08658107732754
x4 = 0.85446832699101
x5 = -0.443110417211149 + 0.940436699561042*i
x6 = -0.829803608069395 + 0.72012908158084*i
x7 = 0.204896755197058 + 0.94525007466362*i
x8 = -0.443110417211149 - 0.940436699561042*i
x9 = 0.204896755197058 - 0.94525007466362*i
x10 = 0.94407364525175 + 0.601548912227816*i
x10 = 0.94407364525175 + 0.601548912227816*i