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After the substitution u = x², the factor 2x dx becomes… | StemPy Lab
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After the substitution u = x², the factor 2x dx becomes du in an integral that also contains e^(x²). Which expression, in terms of x, is the finished antiderivative of 2x e^(x²)?
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Functions and Calculus › Integrals
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StemPy Lab
After the substitution
u
=
x
2
u = x^2
u
=
x
2
, the factor
2
x
d
x
2x\,dx
2
x
d
x
becomes
d
u
du
d
u
in an integral that also contains
e
x
2
e^{x^2}
e
x
2
. Which expression, in terms of
x
x
x
, is the finished antiderivative of
2
x
e
x
2
2x\,e^{x^2}
2
x
e
x
2
?
e
x
2
2
x
\dfrac{e^{x^2}}{2x}
2
x
e
x
2
e
x
2
e^{x^2}
e
x
2
2
e
x
2
2e^{x^2}
2
e
x
2
x
2
e
x
2
x^2 e^{x^2}
x
2
e
x
2
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