heapsize/16 : 32768 kind : 0 problem type : 18 topic : 1 mainchoice : 0 version : 108 problem source : 1 magnification : 23 background color : RGB(255,255,235) text color : RGB(0,0,0) highlight color : RGB(255,0,0) selection color : RGB(255,255,128) text weight : 0 current line : 0 nextdefn : 0 eigenvariable : 0 nparameters : 1 nvariables : 3 variables : x[a], y[1a], b[a] varinfo: 0, 0, 10, 0, 0, 2.000000000000003, 0 varinfo: 0, 0, 10, 1, 0, 0.8897792309940696, 0 varinfo: 0, 0, 10, 0, 0, 2.000000000000001, 0 parameters: parameter: 0.1, 2, 98, -1, b, 2.000000000000001 control flags : 40 expandflag : 0 trigexpandflag : 0 factorflag : 0 selected equation : 0 polyval factor : 0 polyval dif : 0 polyval gcd : 0 polyval zeropower : 0 polyval fractexp : 0 polyval negexp : 0 polyval rootproduct : 0 polyval comdenom : 0 polyval infraction : 0 polyval complex : 0 arithflag : 263359 nextassumption : 0 nexttheorem : 0 active parameter : 0 function : or[f](=[f](y[a],^[f](b[a],x[a])),and[f](<=[f](-[28](0[28](2)),x[a]),<=[f](x[a],0[28](2)))) ngraphs : 1 Graph 1: graph type : 0 number of points : 201 linewidth : 3 graph color : RGB(255,0,0) fill color : RGB(128,128,255) graph background color: RGB(0,0,0) border color : RGB(255,255,0) axes color : RGB(0,255,0) axes label color : RGB(255,255,0) title color : RGB(255,255,0) ticks : 1 labels : 2 save zooms : 0 save parameters : 0 show grid : 0 show titles : 1 Selected Tool : 0 whichgraph : 0 graph function : ^[f](b[a],x[a]) derivative : *[14f](ln[14f](b[10a]),^[14f](b[10a],x[10a])) derivative2 : 0[20](0) X function : 0[20](0) Y function : 0[20](0) independent variable: x[a] dependent variable : y[a] radial variable : r X variable name : x Y variable name : y tmin : 0 tmax : 6.2831853071796 selected t value : 0 xmin : -2 xmax : 2 ymin : -2 ymax : 2 number of singularities formulae: 0 tempsing : 1 number of jumps formulae: 0 number of open-circle formulae: 0 number of closed-circle formulae: 0 number of restrictions on the singularities: 0 number of restrictions on the jumps: 0 number of dependent variables for ODE solving: 0 number of numerical singularities: 0 number of numerical jumps: 0 viewport : 0, 0, 1, 1 title rectangle : 0.53263157894737, 0.68376068376068, 0.59894736842105, 0.72507122507123 crosshair coordinates: 0, 0 selected rectangle : 0, 0, 0, 0 number of parameters used: 0 whichparams : 0, 0, 0, 0, 0, 0 newaxes : 1 erase : 1 crosshairs visible : 0 direction field visible: 0 direction field applicable: 0 What kind of Riemann sum: 0 number of roots : 0 zoom disabled : 0 !)!)!)!L9