T218

f(x) = ℯ^(x) - 2 - x / (x + 1)^(2)
teksti1 = LaTeX(f, true, true)
piirto1: PolyLine[(-1.7747E0,9.0447E-2), (-1.7747E0,1.8400E-1), (-1.7800E0,3.1264E-1), (-1.8117E0,4.5297E-1), (-1.8593E0,5.3483E-1), (-1.9016E0,6.0499E-1), (-1.9650E0,6.5177E-1), (-2.0285E0,6.7516E-1), (-2.0708E0,6.7516E-1), (-2.1236E0,6.7516E-1), (-2.1659E0,6.5177E-1), (-2.2347E0,6.1669E-1), (-2.2822E0,5.3483E-1), (-2.3034E0,4.4127E-1), (-2.3245E0,3.4772E-1), (-2.3351E0,2.5417E-1), (-2.3457E0,1.3722E-1), (-2.3457E0,2.0281E-2), (-2.3457E0,-7.3273E-2), (-2.3298E0,-2.0191E-1), (-2.2717E0,-3.5393E-1), (-2.2029E0,-4.9427E-1), (-2.1554E0,-5.4104E-1), (-2.1131E0,-6.1121E-1), (-2.0179E0,-6.1121E-1), (-1.9333E0,-6.1121E-1), (-1.8699E0,-4.9427E-1), (-1.8012E0,-3.6563E-1), (-1.7589E0,-2.0191E-1), (-1.7324E0,-7.3273E-2), (-1.7324E0,2.0281E-2), (-1.7536E0,1.7231E-1), (-1.7853E0,2.7755E-1), (�,�), (-3.2616E-1,3.7111E-1), (-3.7374E-1,4.0619E-1), (-4.4247E-1,4.4127E-1), (-5.2706E-1,4.4127E-1), (-6.0636E-1,4.1789E-1), (-6.5922E-1,3.1264E-1), (-6.8566E-1,1.8400E-1), (-6.8566E-1,4.3670E-2), (-6.8566E-1,-9.6661E-2), (-6.4336E-1,-2.3699E-1), (-5.8521E-1,-4.1241E-1), (-5.2177E-1,-5.0596E-1), (-4.4247E-1,-5.1765E-1), (-3.5259E-1,-4.9427E-1), (-2.8915E-1,-4.1241E-1), (-2.5215E-1,-2.7208E-1), (-2.0457E-1,-1.0836E-1), (-1.9928E-1,6.7058E-2), (-1.9928E-1,2.0739E-1), (-2.4686E-1,3.3603E-1), (-2.9444E-1,4.1789E-1), (-3.3673E-1,4.6466E-1), (-3.7903E-1,4.8805E-1), (-4.3190E-1,4.8805E-1), (-4.7419E-1,5.1144E-1), (�,�), (9.8495E-1,3.0094E-1), (9.5851E-1,3.9450E-1), (8.8979E-1,4.4127E-1), (8.4749E-1,4.8805E-1), (7.8934E-1,4.9975E-1), (6.9946E-1,5.1144E-1), (6.2016E-1,4.8805E-1), (5.8316E-1,3.9450E-1), (5.5672E-1,2.6586E-1), (5.5144E-1,9.0447E-2), (5.6730E-1,-8.4967E-2), (6.2016E-1,-2.2530E-1), (6.8889E-1,-3.5393E-1), (7.4176E-1,-4.2410E-1), (7.8405E-1,-4.4749E-1), (8.3692E-1,-4.9427E-1), (9.1093E-1,-4.9427E-1), (1.0008E0,-4.8257E-1), (1.0590E0,-3.6563E-1), (1.0801E0,-2.3699E-1), (1.0801E0,-9.6661E-2), (1.0801E0,6.7058E-2), (1.0590E0,1.9569E-1), (1.0008E0,3.1264E-1), (9.1622E-1,4.0619E-1), (8.4221E-1,4.2958E-1), (7.6819E-1,4.5297E-1), (7.1004E-1,4.6466E-1), (�,�), true]
piirto2: PolyLine[(-3.5788E-1,1.3066E0), (-3.1559E-1,1.3066E0), (-2.7329E-1,1.3066E0), (-2.3100E-1,1.3066E0), (�,�), (-8.2971E-2,1.5873E0), (-1.2526E-1,1.5405E0), (-1.4641E-1,1.4470E0), (-1.5699E-1,1.3300E0), (-1.5699E-1,1.2365E0), (-1.4112E-1,1.1312E0), (-8.2971E-2,1.1195E0), (-3.0104E-2,1.1780E0), (1.6167E-3,1.2833E0), (-3.6701E-3,1.4119E0), (-4.5964E-2,1.5405E0), (-1.0412E-1,1.5639E0), (�,�), (2.2764E-2,1.0962E0), (2.2764E-2,1.0026E0), (2.2764E-2,9.0904E-1), (3.3337E-2,1.0260E0), (4.3911E-2,1.0962E0), (�,�), (8.6204E-2,1.5405E0), (9.1491E-2,1.4119E0), (9.6778E-2,1.2833E0), (1.5493E-1,1.2482E0), (1.9194E-1,1.1429E0), (1.7608E-1,1.0143E0), (1.1792E-1,9.7921E-1), (7.5631E-2,9.7921E-1), (�,�), (7.5631E-2,1.6107E0), (1.3907E-1,1.6107E0), (2.6595E-1,1.6107E0), (3.5054E-1,1.6107E0), (�,�), true]
piirto3: PolyLine[(9.6380E-1,1.4938E0), (9.2151E-1,1.3885E0), (8.8979E-1,1.2365E0), (8.7921E-1,1.0962E0), (8.7921E-1,1.0026E0), (9.2151E-1,9.7921E-1), (9.7966E-1,9.6752E-1), (1.0484E0,9.5582E-1), (1.0907E0,9.5582E-1), (1.1224E0,1.0494E0), (1.1330E0,1.1429E0), (1.1330E0,1.2365E0), (1.0986E0,1.3944E0), (1.0378E0,1.4236E0), (9.9552E-1,1.4236E0), (�,�), (1.1858E0,1.0260E0), (1.2070E0,9.5582E-1), (1.2176E0,8.8566E-1), (1.2493E0,9.7921E-1), (1.2704E0,1.0728E0), (�,�), (1.4079E0,1.3066E0), (1.4396E0,1.3300E0), (1.5030E0,1.3768E0), (1.5612E0,1.4587E0), (1.5982E0,1.5639E0), (1.5823E0,1.6809E0), (1.5348E0,1.7276E0), (1.4925E0,1.7510E0), (1.4396E0,1.7510E0), (1.3815E0,1.7276E0), (1.3762E0,1.5756E0), (1.4079E0,1.4704E0), (1.4660E0,1.4002E0), (1.5295E0,1.2716E0), (1.5718E0,1.1312E0), (1.5506E0,1.0026E0), (1.4660E0,9.9090E-1), (1.4079E0,1.0611E0), (1.4132E0,1.2131E0), (1.4396E0,1.3066E0), (�,�), true]
piirto4: PolyLine[(-2.4937E0,-1.4298E0), (-2.4937E0,-1.5467E0), (-2.4937E0,-2.2718E0), (-2.4779E0,-2.4940E0), (-2.4091E0,-2.3653E0), (-2.3457E0,-2.2484E0), (-2.2902E0,-2.1315E0), (-2.3457E0,-2.1315E0), (-2.4250E0,-2.1548E0), (-2.4514E0,-2.2484E0), (-2.3986E0,-2.3186E0), (-2.3298E0,-2.4004E0), (-2.2928E0,-2.3420E0), (�,�), (-2.0919E0,-2.0379E0), (-2.1448E0,-2.0613E0), (-2.2029E0,-2.1315E0), (-2.2664E0,-2.2835E0), (-2.2452E0,-2.4355E0), (-2.1607E0,-2.4355E0), (-2.0866E0,-2.3537E0), (-2.0602E0,-2.2484E0), (-2.0602E0,-2.1548E0), (-2.0391E0,-2.2484E0), (-2.0285E0,-2.4004E0), (-1.9862E0,-2.4121E0), (-1.9650E0,-2.3420E0), (�,�), (-1.7747E0,-2.0145E0), (-1.8170E0,-2.0145E0), (-1.8593E0,-2.0145E0), (-1.9069E0,-2.0730E0), (-1.8857E0,-2.2367E0), (-1.8276E0,-2.3537E0), (-1.8593E0,-2.4355E0), (-1.9016E0,-2.4355E0), (-1.9333E0,-2.4121E0), (�,�), (-1.6796E0,-1.9911E0), (-1.6584E0,-2.0847E0), (-1.6373E0,-2.2016E0), (-1.6161E0,-2.3303E0), (-1.5844E0,-2.4706E0), (-1.5051E0,-2.4589E0), (-1.4681E0,-2.3653E0), (-1.4575E0,-2.2484E0), (-1.4364E0,-2.1548E0), (�,�), (-1.3412E0,-2.5758E0), (-1.3306E0,-2.5057E0), (-1.3306E0,-2.4121E0), (�,�), (-1.0029E0,-1.0790E0), (-9.8700E-1,-1.2076E0), (-9.4999E-1,-1.3713E0), (-9.0770E-1,-1.5818E0), (-8.7069E-1,-1.6637E0), (-8.2311E-1,-1.5935E0), (-7.7553E-1,-1.4649E0), (-7.3853E-1,-1.3363E0), (�,�), (-5.6935E-1,-1.3596E0), (-6.1693E-1,-1.4181E0), (-6.5922E-1,-1.5584E0), (-6.0636E-1,-1.6169E0), (-5.4292E-1,-1.5701E0), (-4.8476E-1,-1.6520E0), (-4.4247E-1,-1.7105E0), (-4.4247E-1,-1.6169E0), (�,�), (-5.9050E-1,-1.1491E0), (-5.4820E-1,-1.1491E0), (-5.0591E-1,-1.1491E0), (-4.5304E-1,-1.1491E0), (-4.1075E-1,-1.1725E0), (-3.7903E-1,-1.1491E0), (�,�), (-2.8387E-1,-9.3865E-1), (-2.7329E-1,-1.0322E0), (-2.7329E-1,-1.5701E0), (-2.7329E-1,-1.5935E0), (-2.4157E-1,-1.5000E0), (-2.0985E-1,-1.4532E0), (-1.7813E-1,-1.5234E0), (-1.4641E-1,-1.6169E0), (-1.3584E-1,-1.7105E0), (�,�), (-3.0104E-2,-1.7572E0), (2.2764E-2,-1.7572E0), (�,�), (6.1488E-1,-1.3830E0), (5.9902E-1,-1.4883E0), (5.8316E-1,-1.7339E0), (5.8316E-1,-2.2484E0), (5.9902E-1,-2.4823E0), (6.5717E-1,-2.3653E0), (7.2590E-1,-2.2601E0), (7.5762E-1,-2.1665E0), (7.1004E-1,-2.2250E0), (6.6907E-1,-2.3332E0), (7.4176E-1,-2.4121E0), (8.1049E-1,-2.4355E0), (8.6864E-1,-2.3420E0), (�,�), (1.0061E0,-2.0847E0), (9.7437E-1,-2.0613E0), (9.1622E-1,-2.0964E0), (8.5807E-1,-2.2601E0), (8.3692E-1,-2.3653E0), (8.3692E-1,-2.4589E0), (8.7921E-1,-2.4589E0), (9.3737E-1,-2.4238E0), (1.0008E0,-2.3537E0), (1.0378E0,-2.4589E0), (1.0695E0,-2.5583E0), (1.0907E0,-2.4355E0), (�,�), (1.3444E0,-1.9210E0), (1.2916E0,-1.9210E0), (1.2493E0,-1.9210E0), (1.1647E0,-1.9444E0), (1.0960E0,-2.0262E0), (1.1383E0,-2.1782E0), (1.2017E0,-2.2484E0), (1.2638E0,-2.3917E0), (1.1806E0,-2.4706E0), (1.0933E0,-2.4414E0), (1.1647E0,-2.3653E0), (1.1964E0,-2.3420E0), (�,�), (1.4079E0,-1.8976E0), (1.3973E0,-1.9911E0), (1.3973E0,-2.1081E0), (1.4026E0,-2.2367E0), (1.4343E0,-2.3186E0), (1.4925E0,-2.1899E0), (1.5401E0,-2.0613E0), (1.5876E0,-1.9327E0), (1.5876E0,-1.9911E0), (�,�), (1.5348E0,-2.4121E0), (1.5665E0,-2.3420E0), (1.6088E0,-2.2952E0), (�,�), true]