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Need some help with calc

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if f=y, then by satisfying the equation, it means that if you were to substitude f in place of y, the differnetial equation is still valid. that is, df/dx = 2f(3-x)
 
Originally posted by: Xylitol
Originally posted by: dighn
if f=y, then by satisfying the equation, it means that if you were to substitude f in place of y, the differnetial equation is still valid. that is, df/dx = 2f(3-x)

oh what the
I wasn't thinking y(3-x) as a function, I was thinking y*(3-x) which is totally different.

Okay thanks - I'll try that 🙂
dy/dx does = 2*y*(3-x)

Separate the variables,. take the antiderivative and solve already.
 
k i totally forgot that you could separate out dy/dx and take the intergral on both sides of the equation.
got it thanks
 
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