Integral of e^(-2x^2) dx
The solution
Detail solution
ErfRule(a=-2, b=0, c=0, context=E**(-2*x**2), symbol=x)
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Add the constant of integration:
42πerf(2x)+constant
The answer is:
42πerf(2x)+constant
The answer (Indefinite)
[src]
/
|
| 2 ___ ____ / ___\
| -2*x \/ 2 *\/ pi *erf\x*\/ 2 /
| e dx = C + -------------------------
| 4
/
223πerf(2x)
The graph
___ ____ / ___\
\/ 2 *\/ pi *erf\\/ 2 /
-----------------------
4
223πerf(2)
=
___ ____ / ___\
\/ 2 *\/ pi *erf\\/ 2 /
-----------------------
4
42πerf(2)
Use the examples entering the upper and lower limits of integration.