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How to solve this logistic differential in sage? y=function('y')(x) (b,r,y0)=(30,0.8,1.5) de=diff(y,x)==ry((1-y)/b) # logistic equation soln=desolve(de,y,ics=[0,y0]) mathematica solution is: y(x)=(bexp(rx)y0)/(exp(rx)*y0-y0+b)
Other questions/answers found on the logistic topic were not helpful for this problem
How to solve this logistic differential in sage? y=function('y')(x) (b,r,y0)=(30,0.8,1.5) de=diff(y,x)==ry((1-y)/b) # logistic equation soln=desolve(de,y,ics=[0,y0]) mathematica solution is: y(x)=(bexp(rx)y0)/(exp(rx)*y0-y0+b)
Other questions/answers found on the logistic topic were not helpful for this problem
How to solve this logistic differential in sage?
sage?
y=function('y')(x)
(b,r,y0)=(30,0.8,1.5)
de=diff(y,x)==ry((1-y)/b) de=diff(y,x)==r*y*((1-y)/b) # logistic equation
soln=desolve(de,y,ics=[0,y0])
mathematica solution is: y(x)=(bexp(rx)y0)/(exp(rx)*y0-y0+b)y(x)=(b*exp(r*x)*y0)/(exp(r*x)*y0-y0+b)
Other questions/answers found on the logistic topic were not helpful for this problem
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