Hi!
I'm currently stuck on the following question.
I did the following:
dy/dx = -2x * e^(x^4)
y = integral( -2x * e^(x^4))
Used Integration by parts
u' = -2x
v = e^(x^4)
so
integral( -2x * e^(x^4)) =-x^2 * e^(x^4) - integral( -x^2 * 4x^3 * e^(x^4))
I'm confused as to how I can simplify this to the options below. Did I go about it the wrong away?
I'm currently stuck on the following question.
I did the following:
dy/dx = -2x * e^(x^4)
y = integral( -2x * e^(x^4))
Used Integration by parts
u' = -2x
v = e^(x^4)
so
integral( -2x * e^(x^4)) =-x^2 * e^(x^4) - integral( -x^2 * 4x^3 * e^(x^4))
I'm confused as to how I can simplify this to the options below. Did I go about it the wrong away?