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z770428
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[求助]
MATLAB 线性方程组
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我有一个线性方程组，恳求大家把您的解法（用MATLAB求）及过程，结果告诉我 AX=b A(139,139), X(139,1), b(139,1) 其中A的元素为（只列出非0元素，其余元素均为0） (1,1) 1.0000 (2,2) 1.0000 (3,3) 1.0000 (4,4) 1.0000 (5,5) 1.0000 (6,6) 1.0000 (7,7) 2.1167 (8,7) -1.7667 (13,7) 0.6717 (14,7) -0.8467 (7,8) -1.7667 (8,8) 4.2333 (9,8) -1.7667 (13,8) -0.8467 (14,8) 1.3433 (15,8) -0.8467 (8,9) -1.7667 (9,9) 4.2333 (10,9) -1.7667 (14,9) -0.8467 (15,9) 1.3433 (16,9) -0.8467 (9,10) -1.7667 (10,10) 4.2333 (11,10) -1.7667 (15,10) -0.8467 (16,10) 1.3433 (17,10) -0.8467 (10,11) -1.7667 (11,11) 4.2333 (12,11) -1.7667 (16,11) -0.8467 (17,11) 1.3433 (18,11) -0.8467 (11,12) -1.7667 (12,12) 2.1167 (17,12) -0.8467 (18,12) 0.6717 (7,13) 0.6717 (8,13) -0.8467 (13,13) 2.1167 (14,13) -1.7667 (19,13) 0.6717 (20,13) -0.8467 (7,14) -0.8467 (8,14) 1.3433 (9,14) -0.8467 (13,14) -1.7667 (14,14) 4.2333 (15,14) -1.7667 (19,14) -0.8467 (20,14) 1.3433 (21,14) -0.8467 (8,15) -0.8467 (9,15) 1.3433 (10,15) -0.8467 (14,15) -1.7667 (15,15) 4.2333 (16,15) -1.7667 (20,15) -0.8467 (21,15) 1.3433 (22,15) -0.8467 (9,16) -0.8467 (10,16) 1.3433 (11,16) -0.8467 (15,16) -1.7667 (16,16) 4.2333 (17,16) -1.7667 (21,16) -0.8467 (22,16) 1.3433 (23,16) -0.8467 (10,17) -0.8467 (11,17) 1.3433 (12,17) -0.8467 (16,17) -1.7667 (17,17) 4.2333 (18,17) -1.7667 (22,17) -0.8467 (23,17) 1.3433 (24,17) -0.8467 (11,18) -0.8467 (12,18) 0.6717 (17,18) -1.7667 (18,18) 2.1167 (23,18) -0.8467 (24,18) 0.6717 (13,19) 0.6717 (14,19) -0.8467 (19,19) 2.1167 (20,19) -1.7667 (25,19) 0.6717 (26,19) -0.8467 (13,20) -0.8467 (14,20) 1.3433 (15,20) -0.8467 (19,20) -1.7667 (20,20) 4.2333 (21,20) -1.7667 (25,20) -0.8467 (26,20) 1.3433 (27,20) -0.8467 (14,21) -0.8467 (15,21) 1.3433 (16,21) -0.8467 (20,21) -1.7667 (21,21) 4.2333 (22,21) -1.7667 (26,21) -0.8467 (27,21) 1.3433 (28,21) -0.8467 (15,22) -0.8467 (16,22) 1.3433 (17,22) -0.8467 (21,22) -1.7667 (22,22) 4.2333 (23,22) -1.7667 (27,22) -0.8467 (28,22) 1.3433 (29,22) -0.8467 (16,23) -0.8467 (17,23) 1.3433 (18,23) -0.8467 (22,23) -1.7667 (23,23) 4.2333 (24,23) -1.7667 (28,23) -0.8467 (29,23) 1.3433 (30,23) -0.8467 (17,24) -0.8467 (18,24) 0.6717 (23,24) -1.7667 (24,24) 2.1167 (29,24) -0.8467 (30,24) 0.6717 (19,25) 0.6717 (20,25) -0.8467 (25,25) 2.1167 (26,25) -1.7667 (31,25) 0.6717 (32,25) -0.8467 (19,26) -0.8467 (20,26) 1.3433 (21,26) -0.8467 (25,26) -1.7667 (26,26) 4.2333 (27,26) -1.7667 (31,26) -0.8467 (32,26) 1.3433 (33,26) -0.8467 (20,27) -0.8467 (21,27) 1.3433 (22,27) -0.8467 (26,27) -1.7667 (27,27) 4.2333 (28,27) -1.7667 (32,27) -0.8467 (33,27) 1.3433 (34,27) -0.8467 (21,28) -0.8467 (22,28) 1.3433 (23,28) -0.8467 (27,28) -1.7667 (28,28) 4.2333 (29,28) -1.7667 (33,28) -0.8467 (34,28) 1.3433 (35,28) -0.8467 (22,29) -0.8467 (23,29) 1.3433 (24,29) -0.8467 (28,29) -1.7667 (29,29) 4.2333 (30,29) -1.7667 (34,29) -0.8467 (35,29) 1.3433 (36,29) -0.8467 (23,30) -0.8467 (24,30) 0.6717 (29,30) -1.7667 (30,30) 2.1167 (35,30) -0.8467 (36,30) 0.6717 (25,31) 0.6717 (26,31) -0.8467 (31,31) 2.1167 (32,31) -1.7667 (37,31) 0.6717 (38,31) -0.8467 (25,32) -0.8467 (26,32) 1.3433 (27,32) -0.8467 (31,32) -1.7667 (32,32) 4.2333 (33,32) -1.7667 (37,32) -0.8467 (38,32) 1.3433 (39,32) -0.8467 (26,33) -0.8467 (27,33) 1.3433 (28,33) -0.8467 (32,33) -1.7667 (33,33) 4.2333 (34,33) -1.7667 (38,33) -0.8467 (39,33) 1.3433 (40,33) -0.8467 (27,34) -0.8467 (28,34) 1.3433 (29,34) -0.8467 (33,34) -1.7667 (34,34) 4.2333 (35,34) -1.7667 (39,34) -0.8467 (40,34) 1.3433 (41,34) -0.8467 (28,35) -0.8467 (29,35) 1.3433 (30,35) -0.8467 (34,35) -1.7667 (35,35) 4.2333 (36,35) -1.7667 (40,35) -0.8467 (41,35) 1.3433 (42,35) -0.8467 (29,36) -0.8467 (30,36) 0.6717 (35,36) -1.7667 (36,36) 2.1167 (41,36) -0.8467 (42,36) 0.6717 (31,37) 0.6717 (32,37) -0.8467 (37,37) 2.1167 (38,37) -1.7667 (43,37) 0.6717 (44,37) -0.8467 (31,38) -0.8467 (32,38) 1.3433 (33,38) -0.8467 (37,38) -1.7667 (38,38) 4.2333 (39,38) -1.7667 (43,38) -0.8467 (44,38) 1.3433 (45,38) -0.8467 (32,39) -0.8467 (33,39) 1.3433 (34,39) -0.8467 (38,39) -1.7667 (39,39) 4.2333 (40,39) -1.7667 (44,39) -0.8467 (45,39) 1.3433 (46,39) -0.8467 (33,40) -0.8467 (34,40) 1.3433 (35,40) -0.8467 (39,40) -1.7667 (40,40) 4.2333 (41,40) -1.7667 (45,40) -0.8467 (46,40) 1.3433 (47,40) -0.8467 (34,41) -0.8467 (35,41) 1.3433 (36,41) -0.8467 (40,41) -1.7667 (41,41) 4.2333 (42,41) -1.7667 (46,41) -0.8467 (47,41) 1.3433 (48,41) -0.8467 (35,42) -0.8467 (36,42) 0.6717 (41,42) -1.7667 (42,42) 2.1167 (47,42) -0.8467 (48,42) 0.6717 (37,43) 0.6717 (38,43) -0.8467 (43,43) 2.1167 (44,43) -1.7667 (49,43) 0.6717 (50,43) -0.8467 (37,44) -0.8467 (38,44) 1.3433 (39,44) -0.8467 (43,44) -1.7667 (44,44) 4.2333 (45,44) -1.7667 (49,44) -0.8467 (50,44) 1.3433 (51,44) -0.8467 (38,45) -0.8467 (39,45) 1.3433 (40,45) -0.8467 (44,45) -1.7667 (45,45) 4.2333 (46,45) -1.7667 (50,45) -0.8467 (51,45) 1.3433 (52,45) -0.8467 (39,46) -0.8467 (40,46) 1.3433 (41,46) -0.8467 (45,46) -1.7667 (46,46) 4.2333 (47,46) -1.7667 (51,46) -0.8467 (52,46) 1.3433 (53,46) -0.8467 (40,47) -0.8467 (41,47) 1.3433 (42,47) -0.8467 (46,47) -1.7667 (47,47) 4.2333 (48,47) -1.7667 (52,47) -0.8467 (53,47) 1.3433 (54,47) -0.8467 (41,48) -0.8467 (42,48) 0.6717 (47,48) -1.7667 (48,48) 2.1167 (53,48) -0.8467 (54,48) 0.6717 (43,49) 0.6717 (44,49) -0.8467 (49,49) 2.1167 (50,49) -1.7667 (55,49) 0.6717 (56,49) -0.8467 (43,50) -0.8467 (44,50) 1.3433 (45,50) -0.8467 (49,50) -1.7667 (50,50) 4.2333 (51,50) -1.7667 (55,50) -0.8467 (56,50) 1.3433 (57,50) -0.8467 (44,51) -0.8467 (45,51) 1.3433 (46,51) -0.8467 (50,51) -1.7667 (51,51) 4.2333 (52,51) -1.7667 (56,51) -0.8467 (57,51) 1.3433 (58,51) -0.8467 (45,52) -0.8467 (46,52) 1.3433 (47,52) -0.8467 (51,52) -1.7667 (52,52) 4.2333 (53,52) -1.7667 (57,52) -0.8467 (58,52) 1.3433 (59,52) -0.8467 (46,53) -0.8467 (47,53) 1.3433 (48,53) -0.8467 (52,53) -1.7667 (53,53) 4.2333 (54,53) -1.7667 (58,53) -0.8467 (59,53) 1.3433 (60,53) -0.8467 (47,54) -0.8467 (48,54) 0.6717 (53,54) -1.7667 (54,54) 2.1167 (59,54) -0.8467 (60,54) 0.6717 (49,55) 0.6717 (50,55) -0.8467 (55,55) 2.3283 (56,55) -1.9783 (61,55) 0.4600 (62,55) -0.6350 (49,56) -0.8467 (50,56) 1.3433 (51,56) -0.8467 (55,56) -1.9783 (56,56) 4.6567 (57,56) -1.9783 (61,56) -0.6350 (62,56) 0.9200 (63,56) -0.6350 (50,57) -0.8467 (51,57) 1.3433 (52,57) -0.8467 (56,57) -1.9783 (57,57) 4.4450 (58,57) -1.7667 (62,57) -0.6350 (63,57) 1.1317 (64,57) -0.8467 (51,58) -0.8467 (52,58) 1.3433 (53,58) -0.8467 (57,58) -1.7667 (58,58) 4.2333 (59,58) -1.7667 (63,58) -0.8467 (64,58) 1.3433 (65,58) -0.8467 (52,59) -0.8467 (53,59) 1.3433 (54,59) -0.8467 (58,59) -1.7667 (59,59) 4.2333 (60,59) -1.7667 (64,59) -0.8467 (65,59) 1.3433 (66,59) -0.8467 (53,60) -0.8467 (54,60) 0.6717 (59,60) -1.7667 (60,60) 2.1167 (65,60) -0.8467 (66,60) 0.6717 (55,61) 0.4600 (56,61) -0.6350 (61,61) 2.5400 (62,61) -2.1900 (67,61) 0.4600 (68,61) -0.6350 (127,61) -0.5183 (128,61) -0.5183 (129,61) 0.6350 (55,62) -0.6350 (56,62) 0.9200 (57,62) -0.6350 (61,62) -2.1900 (62,62) 5.0800 (63,62) -2.1900 (67,62) -0.6350 (68,62) 0.9200 (69,62) -0.6350 (127,62) 0.6350 (128,62) 0.6350 (129,62) -1.3217 (56,63) -0.6350 (57,63) 1.1317 (58,63) -0.8467 (62,63) -2.1900 (63,63) 4.8683 (64,63) -1.9783 (68,63) -0.6350 (69,63) 0.9200 (70,63) -0.6350 (129,63) 1.2700 (57,64) -0.8467 (58,64) 1.3433 (59,64) -0.8467 (63,64) -1.9783 (64,64) 4.4450 (65,64) -1.7667 (69,64) -0.6350 (70,64) 1.1317 (71,64) -0.8467 (58,65) -0.8467 (59,65) 1.3433 (60,65) -0.8467 (64,65) -1.7667 (65,65) 4.2333 (66,65) -1.7667 (70,65) -0.8467 (71,65) 1.3433 (72,65) -0.8467 (59,66) -0.8467 (60,66) 0.6717 (65,66) -1.7667 (66,66) 2.1167 (71,66) -0.8467 (72,66) 0.6717 (61,67) 0.4600 (62,67) -0.6350 (67,67) 2.5400 (68,67) -2.1900 (73,67) 0.4600 (74,67) -0.6350 (127,67) -0.6350 (128,67) -0.6350 (129,67) 0.5183 (61,68) -0.6350 (62,68) 0.9200 (63,68) -0.6350 (67,68) -2.1900 (68,68) 5.0800 (69,68) -2.1900 (73,68) -0.6350 (74,68) 0.9200 (75,68) -0.6350 (127,68) 0.5183 (128,68) 0.5183 (129,68) -5.0800 (130,68) -0.5184 (131,68) -0.5183 (132,68) 0.1176 (133,68) 0.0625 (62,69) -0.6350 (63,69) 0.9200 (64,69) -0.6350 (68,69) -2.1900 (69,69) 5.0800 (70,69) -2.1900 (74,69) -0.6350 (75,69) 0.9200 (76,69) -0.6350 (129,69) 3.8617 (130,69) 0.6350 (131,69) 0.6350 (132,69) -0.1129 (133,69) -0.0697 (134,69) -0.0711 (135,69) -0.0467 (63,70) -0.6350 (64,70) 1.1317 (65,70) -0.8467 (69,70) -2.1900 (70,70) 4.8683 (71,70) -1.9783 (75,70) -0.6350 (76,70) 0.9200 (77,70) -0.6350 (132,70) 0.0964 (133,70) 0.0534 (134,70) -0.1898 (135,70) -0.1138 (64,71) -0.8467 (65,71) 1.3433 (66,71) -0.8467 (70,71) -1.9783 (71,71) 4.4450 (72,71) -1.7667 (76,71) -0.6350 (77,71) 1.1317 (78,71) -0.8467 (134,71) 0.2984 (135,71) 0.1690 (65,72) -0.8467 (66,72) 0.6717 (71,72) -1.7667 (72,72) 2.1167 (77,72) -0.8467 (78,72) 0.6717 (67,73) 0.4600 (68,73) -0.6350 (73,73) 2.5400 (74,73) -2.1900 (79,73) 0.4600 (80,73) -0.6350 (67,74) -0.6350 (68,74) 0.9200 (69,74) -0.6350 (73,74) -2.1900 (74,74) 5.0800 (75,74) -2.1900 (79,74) -0.6350 (80,74) 0.9200 (81,74) -0.6350 (129,74) -0.5183 (130,74) -0.6350 (131,74) -0.6350 (132,74) 0.6876 (133,74) 0.3258 (136,74) 0.3445 (137,74) 0.1622 (68,75) -0.6350 (69,75) 0.9200 (70,75) -0.6350 (74,75) -2.1900 (75,75) 5.0801 (76,75) -2.1900 (80,75) -0.6350 (81,75) 0.9200 (82,75) -0.6350 (129,75) 0.6350 (130,75) 0.5184 (131,75) 0.5183 (132,75) -1.6728 (133,75) -0.7942 (134,75) 0.0903 (135,75) -0.0352 (136,75) -0.4083 (137,75) -0.1758 (138,75) 0.2521 (139,75) 0.1114 (69,76) -0.6350 (70,76) 0.9200 (71,76) -0.6350 (75,76) -2.1900 (76,76) 5.0800 (77,76) -2.1900 (81,76) -0.6350 (82,76) 0.9200 (83,76) -0.6350 (132,76) 0.7827 (133,76) 0.3761 (134,76) -1.7035 (135,76) -0.8116 (136,76) 0.2521 (137,76) 0.1114 (138,76) -0.4783 (139,76) -0.2174 (70,77) -0.6350 (71,77) 1.1317 (72,77) -0.8467 (76,77) -2.1900 (77,77) 4.6567 (78,77) -1.7667 (82,77) -0.6350 (83,77) 1.1317 (84,77) -0.8467 (134,77) 1.3873 (135,77) 0.7405 (138,77) 0.3276 (139,77) 0.1521 (71,78) -0.8467 (72,78) 0.6717 (77,78) -1.7667 (78,78) 2.1167 (83,78) -0.8467 (84,78) 0.6717 (73,79) 0.4600 (74,79) -0.6350 (79,79) 2.3283 (80,79) -1.9783 (85,79) 0.6717 (86,79) -0.8467 (73,80) -0.6350 (74,80) 0.9200 (75,80) -0.6350 (79,80) -1.9783 (80,80) 4.8683 (81,80) -2.1900 (85,80) -0.8467 (86,80) 1.1317 (87,80) -0.6350 (132,80) 0.3276 (133,80) 0.1521 (136,80) 1.2695 (137,80) 0.6706 (74,81) -0.6350 (75,81) 0.9200 (76,81) -0.6350 (80,81) -2.1900 (81,81) 5.0800 (82,81) -2.1900 (86,81) -0.6350 (87,81) 0.9200 (88,81) -0.6350 (132,81) -0.4783 (133,81) -0.2174 (134,81) 0.2521 (135,81) 0.1114 (136,81) -1.5663 (137,81) -0.7303 (138,81) 0.7827 (139,81) 0.3761 (75,82) -0.6350 (76,82) 0.9200 (77,82) -0.6350 (81,82) -2.1900 (82,82) 5.0800 (83,82) -2.1900 (87,82) -0.6350 (88,82) 0.9200 (89,82) -0.6350 (132,82) 0.2521 (133,82) 0.1114 (134,82) -0.4083 (135,82) -0.1758 (136,82) 0.0903 (137,82) -0.0352 (138,82) -1.6728 (139,82) -0.7941 (76,83) -0.6350 (77,83) 1.1317 (78,83) -0.8467 (82,83) -2.1900 (83,83) 4.6567 (84,83) -1.7667 (88,83) -0.6350 (89,83) 1.1317 (90,83) -0.8467 (134,83) 0.3445 (135,83) 0.1622 (138,83) 0.6876 (139,83) 0.3258 (77,84) -0.8467 (78,84) 0.6717 (83,84) -1.7667 (84,84) 2.1167 (89,84) -0.8467 (90,84) 0.6717 (79,85) 0.6717 (80,85) -0.8467 (85,85) 2.1167 (86,85) -1.7667 (91,85) 0.6717 (92,85) -0.8467 (79,86) -0.8467 (80,86) 1.1317 (81,86) -0.6350 (85,86) -1.7667 (86,86) 4.4450 (87,86) -1.9783 (91,86) -0.8467 (92,86) 1.3433 (93,86) -0.8467 (136,86) 0.2238 (137,86) 0.1248 (80,87) -0.6350 (81,87) 0.9200 (82,87) -0.6350 (86,87) -1.9783 (87,87) 4.6567 (88,87) -1.9783 (92,87) -0.8467 (93,87) 1.3433 (94,87) -0.8467 (136,87) -0.1346 (137,87) -0.0811 (138,87) 0.0964 (139,87) 0.0534 (81,88) -0.6350 (82,88) 0.9200 (83,88) -0.6350 (87,88) -1.9783 (88,88) 4.6567 (89,88) -1.9783 (93,88) -0.8467 (94,88) 1.3433 (95,88) -0.8467 (136,88) -0.0711 (137,88) -0.0467 (138,88) -0.1129 (139,88) -0.0697 (82,89) -0.6350 (83,89) 1.1317 (84,89) -0.8467 (88,89) -1.9783 (89,89) 4.4450 (90,89) -1.7667 (94,89) -0.8467 (95,89) 1.3433 (96,89) -0.8467 (138,89) 0.1177 (139,89) 0.0625 (83,90) -0.8467 (84,90) 0.6717 (89,90) -1.7667 (90,90) 2.1167 (95,90) -0.8467 (96,90) 0.6717 (85,91) 0.6717 (86,91) -0.8467 (91,91) 2.1167 (92,91) -1.7667 (97,91) 0.6717 (98,91) -0.8467 (85,92) -0.8467 (86,92) 1.3433 (87,92) -0.8467 (91,92) -1.7667 (92,92) 4.2333 (93,92) -1.7667 (97,92) -0.8467 (98,92) 1.3433 (99,92) -0.8467 (86,93) -0.8467 (87,93) 1.3433 (88,93) -0.8467 (92,93) -1.7667 (93,93) 4.2333 (94,93) -1.7667 (98,93) -0.8467 (99,93) 1.3433 (100,93) -0.8467 (87,94) -0.8467 (88,94) 1.3433 (89,94) -0.8467 (93,94) -1.7667 (94,94) 4.2333 (95,94) -1.7667 (99,94) -0.8467 (100,94) 1.3433 (101,94) -0.8467 (88,95) -0.8467 (89,95) 1.3433 (90,95) -0.8467 (94,95) -1.7667 (95,95) 4.2333 (96,95) -1.7667 (100,95) -0.8467 (101,95) 1.3433 (102,95) -0.8467 (89,96) -0.8467 (90,96) 0.6717 (95,96) -1.7667 (96,96) 2.1167 (101,96) -0.8467 (102,96) 0.6717 (91,97) 0.6717 (92,97) -0.8467 (97,97) 2.1167 (98,97) -1.7667 (103,97) 0.6717 (104,97) -0.8467 (91,98) -0.8467 (92,98) 1.3433 (93,98) -0.8467 (97,98) -1.7667 (98,98) 4.2333 (99,98) -1.7667 (103,98) -0.8467 (104,98) 1.3433 (105,98) -0.8467 (92,99) -0.8467 (93,99) 1.3433 (94,99) -0.8467 (98,99) -1.7667 (99,99) 4.2333 (100,99) -1.7667 (104,99) -0.8467 (105,99) 1.3433 (106,99) -0.8467 (93,100) -0.8467 (94,100) 1.3433 (95,100) -0.8467 (99,100) -1.7667 (100,100) 4.2333 (101,100) -1.7667 (105,100) -0.8467 (106,100) 1.3433 (107,100) -0.8467 (94,101) -0.8467 (95,101) 1.3433 (96,101) -0.8467 (100,101) -1.7667 (101,101) 4.2333 (102,101) -1.7667 (106,101) -0.8467 (107,101) 1.3433 (108,101) -0.8467 (95,102) -0.8467 (96,102) 0.6717 (101,102) -1.7667 (102,102) 2.1167 (107,102) -0.8467 (108,102) 0.6717 (97,103) 0.6717 (98,103) -0.8467 (103,103) 2.1167 (104,103) -1.7667 (109,103) 0.6717 (110,103) -0.8467 (97,104) -0.8467 (98,104) 1.3433 (99,104) -0.8467 (103,104) -1.7667 (104,104) 4.2333 (105,104) -1.7667 (109,104) -0.8467 (110,104) 1.3433 (111,104) -0.8467 (98,105) -0.8467 (99,105) 1.3433 (100,105) -0.8467 (104,105) -1.7667 (105,105) 4.2333 (106,105) -1.7667 (110,105) -0.8467 (111,105) 1.3433 (112,105) -0.8467 (99,106) -0.8467 (100,106) 1.3433 (101,106) -0.8467 (105,106) -1.7667 (106,106) 4.2333 (107,106) -1.7667 (111,106) -0.8467 (112,106) 1.3433 (113,106) -0.8467 (100,107) -0.8467 (101,107) 1.3433 (102,107) -0.8467 (106,107) -1.7667 (107,107) 4.2333 (108,107) -1.7667 (112,107) -0.8467 (113,107) 1.3433 (114,107) -0.8467 (101,108) -0.8467 (102,108) 0.6717 (107,108) -1.7667 (108,108) 2.1167 (113,108) -0.8467 (114,108) 0.6717 (103,109) 0.6717 (104,109) -0.8467 (109,109) 2.1167 (110,109) -1.7667 (115,109) 0.6717 (116,109) -0.8467 (103,110) -0.8467 (104,110) 1.3433 (105,110) -0.8467 (109,110) -1.7667 (110,110) 4.2333 (111,110) -1.7667 (115,110) -0.8467 (116,110) 1.3433 (117,110) -0.8467 (104,111) -0.8467 (105,111) 1.3433 (106,111) -0.8467 (110,111) -1.7667 (111,111) 4.2333 (112,111) -1.7667 (116,111) -0.8467 (117,111) 1.3433 (118,111) -0.8467 (105,112) -0.8467 (106,112) 1.3433 (107,112) -0.8467 (111,112) -1.7667 (112,112) 4.2333 (113,112) -1.7667 (117,112) -0.8467 (118,112) 1.3433 (119,112) -0.8467 (106,113) -0.8467 (107,113) 1.3433 (108,113) -0.8467 (112,113) -1.7667 (113,113) 4.2333 (114,113) -1.7667 (118,113) -0.8467 (119,113) 1.3433 (120,113) -0.8467 (107,114) -0.8467 (108,114) 0.6717 (113,114) -1.7667 (114,114) 2.1167 (119,114) -0.8467 (120,114) 0.6717 (109,115) 0.6717 (110,115) -0.8467 (115,115) 2.1167 (116,115) -1.7667 (109,116) -0.8467 (110,116) 1.3433 (111,116) -0.8467 (115,116) -1.7667 (116,116) 4.2333 (117,116) -1.7667 (110,117) -0.8467 (111,117) 1.3433 (112,117) -0.8467 (116,117) -1.7667 (117,117) 4.2333 (118,117) -1.7667 (111,118) -0.8467 (112,118) 1.3433 (113,118) -0.8467 (117,118) -1.7667 (118,118) 4.2333 (119,118) -1.7667 (112,119) -0.8467 (113,119) 1.3433 (114,119) -0.8467 (118,119) -1.7667 (119,119) 4.2333 (120,119) -1.7667 (113,120) -0.8467 (114,120) 0.6717 (119,120) -1.7667 (120,120) 2.1167 (121,121) 1.0000 (122,122) 1.0000 (123,123) 1.0000 (124,124) 1.0000 (125,125) 1.0000 (126,126) 1.0000 (61,127) -0.5183 (62,127) 0.6350 (67,127) -0.6350 (68,127) 0.5183 (127,127) 1.2700 (61,128) -0.5183 (62,128) 0.6350 (67,128) -0.6350 (68,128) 0.5183 (128,128) 1.2700 (129,128) -1.0366 (61,129) 0.6350 (62,129) -1.3217 (63,129) 1.2700 (67,129) 0.5183 (68,129) -5.0800 (69,129) 3.8617 (74,129) -0.5183 (75,129) 0.6350 (128,129) -1.0366 (129,129) 10.1600 (131,129) 1.0367 (132,129) -0.0220 (133,129) -0.0270 (68,130) -0.5184 (69,130) 0.6350 (74,130) -0.6350 (75,130) 0.5184 (130,130) 1.2701 (132,130) -0.1405 (133,130) -0.0676 (68,131) -0.5183 (69,131) 0.6350 (74,131) -0.6350 (75,131) 0.5183 (129,131) 1.0367 (131,131) 1.2700 (132,131) 0.0307 (133,131) -0.0054 (68,132) 0.1176 (69,132) -0.1129 (70,132) 0.0964 (74,132) 0.6876 (75,132) -1.6728 (76,132) 0.7827 (80,132) 0.3276 (81,132) -0.4783 (82,132) 0.2521 (129,132) -0.0220 (130,132) -0.1405 (131,132) 0.0307 (132,132) 0.8453 (133,132) 0.3855 (134,132) -0.1558 (135,132) -0.0669 (136,132) 0.2813 (137,132) 0.1266 (138,132) -0.0999 (139,132) -0.0434 (68,133) 0.0625 (69,133) -0.0697 (70,133) 0.0534 (74,133) 0.3258 (75,133) -0.7942 (76,133) 0.3761 (80,133) 0.1521 (81,133) -0.2174 (82,133) 0.1114 (129,133) -0.0270 (130,133) -0.0676 (131,133) -0.0054 (132,133) 0.3855 (133,133) 0.1792 (134,133) -0.0679 (135,133) -0.0278 (136,133) 0.1320 (137,133) 0.0610 (138,133) -0.0434 (139,133) -0.0180 (69,134) -0.0711 (70,134) -0.1898 (71,134) 0.2984 (75,134) 0.0903 (76,134) -1.7035 (77,134) 1.3873 (81,134) 0.2521 (82,134) -0.4083 (83,134) 0.3445 (132,134) -0.1558 (133,134) -0.0679 (134,134) 1.3876 (135,134) 0.7321 (136,134) -0.0999 (137,134) -0.0434 (138,134) 0.2813 (139,134) 0.1320 (69,135) -0.0467 (70,135) -0.1138 (71,135) 0.1690 (75,135) -0.0352 (76,135) -0.8116 (77,135) 0.7405 (81,135) 0.1114 (82,135) -0.1758 (83,135) 0.1622 (132,135) -0.0669 (133,135) -0.0278 (134,135) 0.7321 (135,135) 0.3988 (136,135) -0.0434 (137,135) -0.0180 (138,135) 0.1266 (139,135) 0.0610 (74,136) 0.3445 (75,136) -0.4083 (76,136) 0.2521 (80,136) 1.2695 (81,136) -1.5663 (82,136) 0.0903 (86,136) 0.2238 (87,136) -0.1346 (88,136) -0.0711 (132,136) 0.2813 (133,136) 0.1320 (134,136) -0.0999 (135,136) -0.0434 (136,136) 1.2910 (137,136) 0.6736 (138,136) -0.1558 (139,136) -0.0679 (74,137) 0.1622 (75,137) -0.1758 (76,137) 0.1114 (80,137) 0.6706 (81,137) -0.7303 (82,137) -0.0352 (86,137) 0.1248 (87,137) -0.0811 (88,137) -0.0467 (132,137) 0.1266 (133,137) 0.0610 (134,137) -0.0434 (135,137) -0.0180 (136,137) 0.6736 (137,137) 0.3634 (138,137) -0.0669 (139,137) -0.0278 (75,138) 0.2521 (76,138) -0.4783 (77,138) 0.3276 (81,138) 0.7827 (82,138) -1.6728 (83,138) 0.6876 (87,138) 0.0964 (88,138) -0.1129 (89,138) 0.1177 (132,138) -0.0999 (133,138) -0.0434 (134,138) 0.2813 (135,138) 0.1266 (136,138) -0.1558 (137,138) -0.0669 (138,138) 0.8454 (139,138) 0.3856 (75,139) 0.1114 (76,139) -0.2174 (77,139) 0.1521 (81,139) 0.3761 (82,139) -0.7941 (83,139) 0.3258 (87,139) 0.0534 (88,139) -0.0697 (89,139) 0.0625 (132,139) -0.0434 (133,139) -0.0180 (134,139) 0.1320 (135,139) 0.0610 (136,139) -0.0679 (137,139) -0.0278 (138,139) 0.3856 (139,139) 0.1792 X(1:6,  =0. X(121:126,=0 其余未知b为b(139,1)，列出为下： 0 0 0 0 0 0 0 -1.75000000000000 -3.50000000000000 -3.50000000000000 -3.50000000000000 -3.50000000000000 -1.75000000000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -9.20000000000000 12.7000000000000 0 0 0 0 -43.2831537296559 38.6165118113766 0 0 0 0 -5.18326827979448 6.34991019807380 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -1.75000000000000 -3.50000000000000 -3.50000000000000 -3.50000000000000 -3.50000000000000 -1.75000000000000 -10 -10 -10 -10 -10 -10 0 10.3665365595890 -12.6998203961476 0 0 0 0 0 0 0 0 0 0 求X=？ |
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