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Expression simplification/ Fraction Decomposition into the simple/ 4*(1-2/(-1+2*2)+2/(-1+2*2)^2)*exp(-2+2*2)/(-1+2*2)

How do you 4*(1-2/(-1+2*2)+2/(-1+2*2)^2)*exp(-2+2*2)/(-1+2*2) in partial fractions?

An expression to simplify:

The solution

You have entered [src] 
                  2
2.22222222222222*e 
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         3
$$\frac{2.22222222222222 e^{2}}{3}$$ 
(2.22222222222222*exp(2))/3
General simplification [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*exp(2)
Fraction decomposition [src] 
0.740740740740741*exp(2)
$$0.740740740740741 e^{2}$$ 
                   2
0.740740740740741*e
Numerical answer [src] 
5.47337488809678
5.47337488809678
Rational denominator [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*exp(2)
Powers [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*exp(2)
Common denominator [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*exp(2)
Combining rational expressions [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*exp(2)
Trigonometric part [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*cosh(2) + 0.740740740740741*sinh(2)
$$0.740740740740741 \sinh{\left(2 \right)} + 0.740740740740741 \cosh{\left(2 \right)}$$ 
0.740740740740741*cosh(2) + 0.740740740740741*sinh(2)
Combinatorics [src] 
                   2
0.740740740740741*e
$$0.740740740740741 e^{2}$$ 
0.740740740740741*exp(2)
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