baudinz
(Kodi Hannon)
1
Hello everyone!
I would kindly need some help for this:
How can I plot in mathematica the graphic solution for: -(T+q) z + (1-T-q) r < -z / 2 ?
where T and q are probabilities 0<T<1 and 0<q<1, and r >0 and z>0 positive parameters
I tried:
ParametricPlot3D[-(T + q) z + (1 - T - q) r < -(z / 2) && 0 < T < 1 &&
0 < q < 1, && r > 0 && z > 0, {B, 0, 1}, {p, 0, 1}]
But doesn’t work.. 
dlkeith
(David Keith)
2
RegionPlot:
plotRegion[r_, z_] :=
RegionPlot[-(t + q) z + (1 - t - q) r < -z/2, {t, 0, 1}, {q, 0, 1},
FrameLabel -> {"t", "q"}, PlotLabel -> "-(t+q) z+(1-t-q) r<-z/2"]
Best regards,
David
baudinz
(Kodi Hannon)
3
I still can’t get it
(Also, I think I would need the conditions of the paramters (>0) and the probabilities)
dlkeith
(David Keith)
4
Hi Kodi,
Perhaps I don’t understand. The code block I posted produces this result:
