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sqrt(0.019*0.22*x^3)=1-e^(-0.22*x^2) equation

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Numerical solution:

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                             2
                        -11*x 
    ____________        ------
   /  19*11   3           50  
  /  -------*x   = 1 - E      
\/   1000*50                  
$$\sqrt{\frac{11 \cdot 19}{50 \cdot 1000} x^{3}} = 1 - e^{- \frac{11 x^{2}}{50}}$$
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Numerical answer [src]
x1 = 6.20698769457371
x2 = -3.77461326310366 - 3.32250330851445*i
x3 = -8.03478074599004 + 8.17050640935721*i
x4 = -3.77461326310366 + 3.32250330851445*i
x5 = -1.43882507488141e-10 - 1.18379019592299e-10*i
x6 = 0.0
x7 = -5.11252039817132 + 4.81124357189026*i
x7 = -5.11252039817132 + 4.81124357189026*i