>    diagp:=plot([[t,t+1/12,t=0..11/12],[t,t-1/12,t=1/12..1]],color=[black,black]):

>    boxp:=plot([[t,0,t=0..1],[t,1,t=0..1],[0,t,t=0..1],[1,t,t=0..1]],color=blue):

>    with(plots);

[animate, animate3d, animatecurve, arrow, changecoords, complexplot, complexplot3d, conformal, conformal3d, contourplot, contourplot3d, coordplot, coordplot3d, cylinderplot, densityplot, display, displ...
[animate, animate3d, animatecurve, arrow, changecoords, complexplot, complexplot3d, conformal, conformal3d, contourplot, contourplot3d, coordplot, coordplot3d, cylinderplot, densityplot, display, displ...
[animate, animate3d, animatecurve, arrow, changecoords, complexplot, complexplot3d, conformal, conformal3d, contourplot, contourplot3d, coordplot, coordplot3d, cylinderplot, densityplot, display, displ...
[animate, animate3d, animatecurve, arrow, changecoords, complexplot, complexplot3d, conformal, conformal3d, contourplot, contourplot3d, coordplot, coordplot3d, cylinderplot, densityplot, display, displ...
[animate, animate3d, animatecurve, arrow, changecoords, complexplot, complexplot3d, conformal, conformal3d, contourplot, contourplot3d, coordplot, coordplot3d, cylinderplot, densityplot, display, displ...

>    display([diagp,boxp],axes=framed,scaling=constrained);

[Maple Plot]

The upper black line here is y[2] = y[1]+1/12   and the lower is y[2] = y[1]-1/12   The probability that the

two calls come within 5 minutes of each other is the area of the strip between the two lines,

lying within the unit square.