klo 16:00

16:10

16:20

16:30

16:30

16:20

16:10

Merja

Esko

T237 a) - c)

A = Intersect(xAxis, yAxis)
B = Point(xAxis)
C = (3, 3)
D = Point(yAxis)
m1, a, b, c, d = Polygon(A, B, C, D)
E = (1.5, 1.5)
F = Point(b)
G = Intersect(b, c)
H = Point(c)
m2, e, f, g, h = Polygon(E, F, G, H)
piirto1: PolyLine[(1.5285E0,5.8013E-2), (1.5784E0,6.6334E-2), (1.6366E0,6.6334E-2), (1.6616E0,7.4655E-2), (1.7531E0,7.4655E-2), (1.8280E0,7.4655E-2), (1.8696E0,6.6334E-2), (1.9029E0,6.6334E-2), (1.9279E0,5.8013E-2), (1.9612E0,5.8013E-2), (1.9861E0,4.9692E-2), (2.0194E0,4.9692E-2), (2.0444E0,4.1371E-2), (2.0776E0,4.1371E-2), (2.1109E0,4.1371E-2), (2.1359E0,3.3050E-2), (2.1193E0,5.8013E-2), (2.0943E0,6.6334E-2), (2.0693E0,8.2976E-2), (2.0444E0,1.0794E-1), (2.0194E0,1.2458E-1), (1.9861E0,1.4122E-1), (1.9695E0,1.6619E-1), (1.9445E0,1.8283E-1), (1.9279E0,2.0779E-1), (�,�), (2.1276E0,5.8013E-2), (2.1026E0,4.1371E-2), (2.0693E0,2.4729E-2), (2.0360E0,1.6408E-2), (2.0111E0,8.0866E-3), (1.9944E0,-1.6877E-2), (1.9695E0,-2.5198E-2), (1.9528E0,-5.0161E-2), (1.9279E0,-7.5124E-2), (1.9029E0,-9.1766E-2), (�,�), true]
piirto2: PolyLine[(1.9861E0,5.1567E-1), (2.0360E0,5.1567E-1), (2.0776E0,5.1567E-1), (2.1109E0,5.2399E-1), (2.1359E0,5.3231E-1), (2.1858E0,5.3231E-1), (2.2357E0,5.3231E-1), (2.2607E0,5.4063E-1), (2.4105E0,5.4063E-1), (2.4854E0,5.4063E-1), (2.5103E0,5.2399E-1), (2.5436E0,5.2399E-1), (2.5686E0,5.1567E-1), (2.6019E0,5.1567E-1), (�,�), (2.6019E0,5.1567E-1), (2.6019E0,5.1567E-1), (�,�), (2.6019E0,5.4063E-1), (2.5603E0,5.5728E-1), (2.5270E0,5.6560E-1), (2.4937E0,5.9056E-1), (2.4687E0,6.1552E-1), (2.4438E0,6.3216E-1), (2.4188E0,6.5713E-1), (2.4105E0,6.8209E-1), (�,�), (2.5852E0,5.3231E-1), (2.5519E0,5.0735E-1), (2.5270E0,4.9903E-1), (2.4937E0,4.7406E-1), (2.4521E0,4.5742E-1), (2.4271E0,4.3246E-1), (2.4022E0,4.1582E-1), (2.3772E0,3.9918E-1), (2.3606E0,3.7421E-1), (�,�), true]
piirto3: PolyLine[(2.5020E0,1.0066E0), (2.5353E0,1.0066E0), (2.6518E0,1.0066E0), (2.7184E0,1.0066E0), (2.7600E0,9.9829E-1), (2.7933E0,9.9829E-1), (2.8182E0,9.8997E-1), (2.8515E0,9.8997E-1), (2.8349E0,1.0149E0), (2.8099E0,1.0399E0), (2.7849E0,1.0565E0), (2.7683E0,1.0815E0), (2.7433E0,1.0898E0), (2.7350E0,1.1148E0), (2.7933E0,1.0732E0), (2.8598E0,1.0233E0), (2.8848E0,9.9829E-1), (2.8931E0,9.7333E-1), (2.8931E0,9.4004E-1), (2.9181E0,9.1508E-1), (2.8848E0,8.9844E-1), (2.8432E0,8.8180E-1), (2.8099E0,8.7348E-1), (2.7766E0,8.5683E-1), (2.7100E0,8.2355E-1), (2.6684E0,7.9026E-1), (2.6435E0,7.8194E-1), (2.6601E0,8.0691E-1), (2.6851E0,8.4019E-1), (2.7100E0,8.4851E-1), (2.7350E0,8.7348E-1), (2.7517E0,8.9844E-1), (2.7766E0,9.1508E-1), (2.8016E0,9.4004E-1), (2.8432E0,9.5669E-1), (2.8848E0,9.6501E-1), (2.9098E0,9.8165E-1), (�,�), true]
piirto4: PolyLine[(3.0013E0,1.5142E0), (�,�), true]
I = Point(a)
J = Intersect(a, b)
K = Intersect(b, e)
k1, k, i, j = Polygon(I, J, K)
piirto5: PolyLine[(-2.6141E-3,3.3050E-2), (3.8991E-2,3.3050E-2), (1.3052E-1,3.3050E-2), (1.9709E-1,3.3050E-2), (2.3038E-1,4.9692E-2), (2.8030E-1,5.8013E-2), (3.0526E-1,6.6334E-2), (3.3855E-1,7.4655E-2), (3.7183E-1,7.4655E-2), (4.0512E-1,7.4655E-2), (4.3008E-1,6.6334E-2), (4.6336E-1,6.6334E-2), (4.9665E-1,6.6334E-2), (5.2161E-1,5.8013E-2), (5.4657E-1,4.9692E-2), (5.7986E-1,4.9692E-2), (6.0482E-1,4.1371E-2), (6.2979E-1,2.4729E-2), (6.6307E-1,2.4729E-2), (6.9635E-1,1.6408E-2), (7.2132E-1,8.0866E-3), (7.4628E-1,-8.5555E-3), (7.7124E-1,-1.6877E-2), (8.0453E-1,-1.6877E-2), (8.2949E-1,-2.5198E-2), (8.7942E-1,-2.5198E-2), (9.2934E-1,-2.5198E-2), (9.5431E-1,-1.6877E-2), (9.8759E-1,-8.5555E-3), (�,�), true]
piirto6: PolyLine[(1.4952E0,5.1567E-1), (1.4619E0,5.1567E-1), (1.3204E0,5.1567E-1), (1.2622E0,5.1567E-1), (1.2372E0,5.2399E-1), (1.2039E0,5.2399E-1), (1.1790E0,5.3231E-1), (1.1540E0,5.4895E-1), (9.7927E-1,5.4895E-1), (9.2102E-1,5.4895E-1), (8.9606E-1,5.4063E-1), (8.7110E-1,5.3231E-1), (8.4613E-1,5.1567E-1), (8.1285E-1,5.1567E-1), (7.8788E-1,5.0735E-1), (7.6292E-1,4.9903E-1), (7.2964E-1,4.9903E-1), (6.8803E-1,4.9071E-1), (6.5475E-1,4.7406E-1), (6.1314E-1,4.6574E-1), (5.7154E-1,4.4910E-1), (3.9680E-1,4.4910E-1), (3.3855E-1,4.4910E-1), (3.1359E-1,4.5742E-1), (2.3870E-1,4.5742E-1), (1.8045E-1,4.5742E-1), (1.5549E-1,4.6574E-1), (1.3052E-1,4.7406E-1), (1.0556E-1,4.9071E-1), (8.0596E-2,4.9903E-1), (4.7312E-2,4.9903E-1), (1.4028E-2,4.9903E-1), (�,�), true]
piirto7: PolyLine[(1.4028E-2,1.0233E0), (4.7312E-2,1.0233E0), (8.8917E-2,1.0233E0), (1.6381E-1,1.0149E0), (2.5534E-1,9.9829E-1), (3.2191E-1,9.8165E-1), (3.6351E-1,9.8165E-1), (3.9680E-1,9.8165E-1), (4.3008E-1,9.7333E-1), (4.6336E-1,9.7333E-1), (4.8833E-1,9.6501E-1), (5.2161E-1,9.6501E-1), (5.5490E-1,9.5669E-1), (5.8818E-1,9.5669E-1), (6.2979E-1,9.5669E-1), (6.5475E-1,9.6501E-1), (6.8803E-1,9.6501E-1), (7.1300E-1,9.8165E-1), (7.4628E-1,9.9829E-1), (7.8788E-1,1.0066E0), (8.1285E-1,1.0149E0), (8.5445E-1,1.0149E0), (8.7942E-1,1.0233E0), (9.1270E-1,1.0233E0), (9.5431E-1,1.0233E0), (1.1623E0,1.0316E0), (1.2372E0,1.0316E0), (1.2622E0,1.0233E0), (1.4036E0,1.0233E0), (1.4785E0,1.0233E0), (1.5534E0,1.0149E0), (1.6117E0,1.0149E0), (1.6366E0,9.9829E-1), (1.6699E0,9.9829E-1), (1.6949E0,9.8997E-1), (1.7448E0,9.8997E-1), (1.7947E0,9.8997E-1), (1.8197E0,9.8165E-1), (1.8696E0,9.8165E-1), (1.9195E0,9.8165E-1), (1.9445E0,9.8997E-1), (1.9778E0,9.8997E-1), (2.0111E0,9.8997E-1), (�,�), true]
piirto8: PolyLine[(1.4028E-2,1.5059E0), (7.2275E-2,1.5142E0), (2.9694E-1,1.5142E0), (3.8015E-1,1.5142E0), (4.3008E-1,1.5308E0), (4.9665E-1,1.5392E0), (5.2993E-1,1.5392E0), (5.7154E-1,1.5392E0), (5.9650E-1,1.5475E0), (7.0467E-1,1.5475E0), (7.7124E-1,1.5475E0), (8.0453E-1,1.5392E0), (8.4613E-1,1.5392E0), (8.7942E-1,1.5308E0), (9.0438E-1,1.5225E0), (9.3766E-1,1.5225E0), (1.0292E0,1.4976E0), (1.0958E0,1.4809E0), (1.1707E0,1.4559E0), (1.2372E0,1.4393E0), (1.2871E0,1.4393E0), (1.3371E0,1.4227E0), (1.3953E0,1.4227E0), (1.4536E0,1.4227E0), (1.4785E0,1.4143E0), (1.5118E0,1.4143E0), (1.5451E0,1.4060E0), (1.5867E0,1.4060E0), (1.6200E0,1.4060E0), (1.9528E0,1.3977E0), (2.0194E0,1.3977E0), (2.0527E0,1.4060E0), (2.0860E0,1.4060E0), (2.1276E0,1.4143E0), (2.1609E0,1.4143E0), (2.1941E0,1.4227E0), (2.2274E0,1.4227E0), (2.2524E0,1.4310E0), (2.2857E0,1.4310E0), (2.3273E0,1.4476E0), (2.3689E0,1.4559E0), (2.4022E0,1.4559E0), (2.4271E0,1.4643E0), (2.4521E0,1.4892E0), (2.4854E0,1.4892E0), (2.4438E0,1.4809E0), (�,�), true]
piirto9: PolyLine[(1.4028E-2,1.9968E0), (3.8991E-2,2.0051E0), (8.8917E-2,2.0051E0), (1.3884E-1,2.0051E0), (1.6381E-1,2.0135E0), (1.8877E-1,2.0218E0), (2.4702E-1,2.0301E0), (2.9694E-1,2.0301E0), (3.4687E-1,2.0301E0), (4.5504E-1,2.0384E0), (5.2161E-1,2.0384E0), (5.4657E-1,2.0218E0), (5.7154E-1,2.0135E0), (5.9650E-1,2.0051E0), (6.2146E-1,1.9885E0), (6.6307E-1,1.9802E0), (7.0467E-1,1.9635E0), (7.3796E-1,1.9635E0), (7.6292E-1,1.9552E0), (7.8788E-1,1.9469E0), (8.6277E-1,1.9469E0), (9.2102E-1,1.9469E0), (9.4598E-1,1.9386E0), (9.7927E-1,1.9386E0), (1.0126E0,1.9386E0), (1.0874E0,1.9469E0), (1.1457E0,1.9469E0), (1.1790E0,1.9386E0), (1.2123E0,1.9386E0), (1.2455E0,1.9552E0), (1.2871E0,1.9635E0), (1.3620E0,1.9635E0), (1.4203E0,1.9635E0), (1.4952E0,1.9719E0), (1.5701E0,1.9719E0), (1.6283E0,1.9635E0), (1.6782E0,1.9635E0), (1.7864E0,1.9552E0), (1.8613E0,1.9552E0), (1.9029E0,1.9469E0), (1.9445E0,1.9302E0), (1.9695E0,1.9219E0), (1.9944E0,1.9053E0), (2.0194E0,1.8970E0), (2.0527E0,1.8970E0), (2.0776E0,1.8886E0), (2.1026E0,1.8803E0), (2.1359E0,1.8803E0), (2.1609E0,1.8720E0), (2.1941E0,1.8720E0), (2.2191E0,1.8637E0), (2.2441E0,1.8554E0), (2.2690E0,1.8637E0), (2.2940E0,1.8720E0), (2.3106E0,1.8970E0), (2.3273E0,1.9219E0), (2.3356E0,1.9469E0), (2.3356E0,1.9802E0), (2.3689E0,1.9885E0), (2.4022E0,1.9885E0), (2.4271E0,1.9968E0), (2.5020E0,1.9968E0), (2.5603E0,1.9968E0), (2.6019E0,1.9885E0), (2.6435E0,1.9719E0), (2.6768E0,1.9719E0), (2.7017E0,1.9635E0), (2.7350E0,1.9635E0), (2.7683E0,1.9635E0), (2.7933E0,1.9552E0), (2.9264E0,1.9552E0), (2.9930E0,1.9552E0), (3.0179E0,1.9719E0), (3.0429E0,1.9802E0), (3.0179E0,1.9719E0), (�,�), true]
piirto10: PolyLine[(5.7069E-3,3.3050E-2), (5.7069E-3,6.6334E-2), (5.7069E-3,9.9618E-2), (1.4028E-2,1.3290E-1), (2.2349E-2,1.5787E-1), (2.2349E-2,1.9115E-1), (3.0670E-2,2.2443E-1), (3.0670E-2,3.3261E-1), (3.0670E-2,3.9085E-1), (1.4028E-2,4.3246E-1), (5.7069E-3,4.6574E-1), (5.7069E-3,4.9903E-1), (-2.6141E-3,5.2399E-1), (-1.0935E-2,5.4895E-1), (-1.0935E-2,5.8224E-1), (-1.9256E-2,6.0720E-1), (-1.9256E-2,6.8209E-1), (-1.9256E-2,7.4034E-1), (-1.0935E-2,7.8194E-1), (5.7069E-3,8.1523E-1), (5.7069E-3,8.4851E-1), (1.4028E-2,8.9012E-1), (3.0670E-2,9.2340E-1), (3.0670E-2,9.7333E-1), (3.0670E-2,1.0233E0), (1.4028E-2,1.0482E0), (�,�), true]
piirto11: PolyLine[(4.9665E-1,-8.5555E-3), (5.0497E-1,1.6408E-2), (5.1329E-1,4.1371E-2), (5.1329E-1,2.4940E-1), (5.1329E-1,3.0764E-1), (5.0497E-1,3.3261E-1), (5.0497E-1,4.7406E-1), (5.0497E-1,5.3231E-1), (5.1329E-1,5.7392E-1), (5.2993E-1,6.0720E-1), (5.3825E-1,6.4881E-1), (5.5490E-1,6.8209E-1), (5.5490E-1,7.1538E-1), (5.5490E-1,7.4866E-1), (5.6322E-1,7.7362E-1), (5.6322E-1,8.3187E-1), (5.6322E-1,8.8180E-1), (5.4657E-1,9.2340E-1), (5.2993E-1,9.7333E-1), (5.2161E-1,1.0066E0), (5.2161E-1,1.0399E0), (5.0497E-1,1.0815E0), (4.8833E-1,1.1231E0), (4.8833E-1,1.1564E0), (4.9665E-1,1.1814E0), (4.9665E-1,1.2146E0), (5.0497E-1,1.2396E0), (5.0497E-1,1.2729E0), (5.0497E-1,1.3062E0), (5.1329E-1,1.3311E0), (5.1329E-1,1.4393E0), (5.1329E-1,1.4976E0), (5.0497E-1,1.5225E0), (5.0497E-1,1.5558E0), (4.9665E-1,1.5808E0), (�,�), true]
piirto12: PolyLine[(1.0042E0,8.0866E-3), (1.0042E0,4.1371E-2), (1.0126E0,6.6334E-2), (1.0126E0,9.9618E-2), (1.0209E0,1.2458E-1), (1.0209E0,2.9932E-1), (1.0209E0,3.6589E-1), (1.0126E0,6.5713E-1), (1.0126E0,7.2370E-1), (1.0209E0,7.7362E-1), (1.0209E0,8.2355E-1), (1.0292E0,8.4851E-1), (1.0292E0,8.8180E-1), (1.0375E0,9.1508E-1), (1.0375E0,9.4836E-1), (1.0458E0,9.7333E-1), (1.0458E0,1.0066E0), (1.0542E0,1.0316E0), (1.0542E0,1.0815E0), (1.0542E0,1.1314E0), (1.0375E0,1.1564E0), (1.0292E0,1.1814E0), (1.0042E0,1.2479E0), (9.7927E-1,1.2978E0), (9.7095E-1,1.3311E0), (9.5431E-1,1.3561E0), (9.4598E-1,1.3811E0), (9.4598E-1,1.4310E0), (9.4598E-1,1.4809E0), (9.6263E-1,1.5142E0), (1.0292E0,1.6140E0), (1.0625E0,1.6557E0), (1.0625E0,1.6889E0), (1.0458E0,1.7139E0), (1.0375E0,1.7389E0), (1.0209E0,1.7638E0), (1.0126E0,1.7888E0), (9.9591E-1,1.8138E0), (9.8759E-1,1.8387E0), (9.7927E-1,1.8637E0), (9.7927E-1,1.9136E0), (9.7927E-1,1.9635E0), (9.8759E-1,1.9885E0), (9.9591E-1,2.0135E0), (�,�), (1.4869E0,8.0866E-3), (1.4785E0,3.3050E-2), (1.4702E0,5.8013E-2), (1.4702E0,9.1297E-2), (1.4619E0,1.4954E-1), (1.4536E0,2.0779E-1), (1.4536E0,2.4940E-1), (1.4452E0,2.8268E-1), (1.4452E0,3.1597E-1), (1.4452E0,3.4925E-1), (1.4369E0,3.7421E-1), (1.4286E0,4.0750E-1), (1.4286E0,4.9071E-1), (1.4286E0,5.4895E-1), (1.4369E0,6.0720E-1), (1.4369E0,6.5713E-1), (1.4452E0,6.8209E-1), (1.4536E0,7.0705E-1), (1.4702E0,7.3202E-1), (1.4785E0,7.8194E-1), (1.4952E0,8.1523E-1), (1.5118E0,8.4019E-1), (1.5201E0,8.6515E-1), (1.5201E0,8.9844E-1), (1.5285E0,9.2340E-1), (1.5285E0,9.6501E-1), (1.5368E0,9.9829E-1), (1.5368E0,1.0732E0), (1.5368E0,1.1314E0), (1.5285E0,1.1564E0), (1.5201E0,1.1814E0), (1.5201E0,1.2230E0), (1.5118E0,1.2479E0), (1.5118E0,1.4892E0), (1.5118E0,1.5558E0), (1.5201E0,1.5891E0), (1.5285E0,1.6140E0), (1.5285E0,1.6473E0), (1.5368E0,1.6889E0), (1.5534E0,1.7222E0), (1.5617E0,1.7472E0), (1.5617E0,1.7805E0), (1.5701E0,1.8138E0), (1.5701E0,1.8886E0), (1.5701E0,1.9469E0), (1.5617E0,1.9719E0), (1.5534E0,1.9968E0), (1.5368E0,2.0218E0), (1.5285E0,2.0467E0), (1.5118E0,2.0717E0), (1.5035E0,2.0967E0), (1.4785E0,2.1216E0), (1.4702E0,2.1466E0), (1.4619E0,2.1716E0), (1.4619E0,2.2048E0), (1.4619E0,2.2381E0), (1.4785E0,2.2631E0), (1.4869E0,2.3047E0), (1.5035E0,2.3380E0), (1.5118E0,2.3629E0), (1.5368E0,2.3879E0), (1.5368E0,2.4212E0), (1.5285E0,2.4462E0), (1.5118E0,2.4711E0), (1.4869E0,2.4878E0), (1.4702E0,2.5127E0), (�,�), true]
L = Point(d)
M = Intersect(a, d)
N = Point(a)
O = Point(b)
P = Intersect(b, c)
Q = Point(c)
kuvio1, l, m, n, o, p, q = Polygon(L, M, N, O, P, Q)