Cotangent table

The table of cotangents is the calculated values ​​of cotangents from 0 to 360 degrees. It can help if you suddenly need to perform calculations in which the cotangent of the angle is present, and the calculator is not nearby.

We are looking for a degree in the table, and the cotangent value (a decimal fraction rounded to six decimal places) will be indicated in the column on the right. For convenience, the information is divided into two parts.

Content

Cotangent table from 0° to 180°

ctg (0°)
ctg (1°)57,289962ctg (61°)0,554309ctg (121°)-0,600861
ctg (2°)28,636253ctg (62°)0,531709ctg (122°)-0,624869
ctg (3°)19,081137ctg (63°)0,509525ctg (123°)-0,649408
ctg (4°)14,300666ctg (64°)0,487733ctg (124°)-0,674509
ctg (5°)11,430052ctg (65°)0,466308ctg (125°)-0,700208
ctg (6°)9,514364ctg (66°)0,445229ctg (126°)-0,726543
ctg (7°)8,144346ctg (67°)0,424475ctg (127°)-0,753554
ctg (8°)7,11537ctg (68°)0,404026ctg (128°)-0,781286
ctg (9°)6,313752ctg (69°)0,383864ctg (129°)-0,809784
ctg (10°)5,671282ctg (70°)0,36397ctg (130°)-0,8391
ctg (11°)5,144554ctg (71°)0,344328ctg (131°)-0,869287
ctg (12°)4,70463ctg (72°)0,32492ctg (132°)-0,900404
ctg (13°)4,331476ctg (73°)0,305731ctg (133°)-0,932515
ctg (14°)4,010781ctg (74°)0,286745ctg (134°)-0,965689
ctg (15°)3,732051ctg (75°)0,267949ctg (135°)-1
ctg (16°)3,487414ctg (76°)0,249328ctg (136°)-1,03553
ctg (17°)3,270853ctg (77°)0,230868ctg (137°)-1,072369
ctg (18°)3,077684ctg (78°)0,212557ctg (138°)-1,110613
ctg (19°)2,904211ctg (79°)0,19438ctg (139°)-1,150368
ctg (20°)2,747477ctg (80°)0,176327ctg (140°)-1,191754
ctg (21°)2,605089ctg (81°)0,158384ctg (141°)-1,234897
ctg (22°)2,475087ctg (82°)0,140541ctg (142°)-1,279942
ctg (23°)2,355852ctg (83°)0,122785ctg (143°)-1,327045
ctg (24°)2,246037ctg (84°)0,105104ctg (144°)-1,376382
ctg (25°)2,144507ctg (85°)0,087489ctg (145°)-1,428148
ctg (26°)2,050304ctg (86°)0,069927ctg (146°)-1,482561
ctg (27°)1,962611ctg (87°)0,052408ctg (147°)-1,539865
ctg (28°)1,880726ctg (88°)0,034921ctg (148°)-1,600335
ctg (29°)1,804048ctg (89°)0,017455ctg (149°)-1,664279
ctg (30°)1,732051ctg (90°)0ctg (150°)-1,732051
ctg (31°)1,664279ctg (91°)-0,017455ctg (151°)-1,804048
ctg (32°)1,600335ctg (92°)-0,034921ctg (152°)-1,880726
ctg (33°)1,539865ctg (93°)-0,052408ctg (153°)-1,962611
ctg (34°)1,482561ctg (94°)-0,069927ctg (154°)-2,050304
ctg (35°)1,428148ctg (95°)-0,087489ctg (155°)-2,144507
ctg (36°)1,376382ctg (96°)-0,105104ctg (156°)-2,246037
ctg (37°)1,327045ctg (97°)-0,122785ctg (157°)-2,355852
ctg (38°)1,279942ctg (98°)-0,140541ctg (158°)-2,475087
ctg (39°)1,234897ctg (99°)-0,158384ctg (159°)-2,605089
ctg (40°)1,191754ctg (100°)-0,176327ctg (160°)-2,747477
ctg (41°)1,150368ctg (101°)-0,19438ctg (161°)-2,904211
ctg (42°)1,110613ctg (102°)-0,212557ctg (162°)-3,077684
ctg (43°)1,072369ctg (103°)-0,230868ctg (163°)-3,270853
ctg (44°)1,03553ctg (104°)-0,249328ctg (164°)-3,487414
ctg (45°)1ctg (105°)-0,267949ctg (165°)-3,732051
ctg (46°)0,965689ctg (106°)-0,286745ctg (166°)-4,010781
ctg (47°)0,932515ctg (107°)-0,305731ctg (167°)-4,331476
ctg (48°)0,900404ctg (108°)-0,32492ctg (168°)-4,70463
ctg (49°)0,869287ctg (109°)-0,344328ctg (169°)-5,144554
ctg (50°)0,8391ctg (110°)-0,36397ctg (170°)-5,671282
ctg (51°)0,809784ctg (111°)-0,383864ctg (171°)-6,313752
ctg (52°)0,781286ctg (112°)-0,404026ctg (172°)-7,11537
ctg (53°)0,753554ctg (113°)-0,424475ctg (173°)-8,144346
ctg (54°)0,726543ctg (114°)-0,445229ctg (174°)-9,514364
ctg (55°)0,700208ctg (115°)-0,466308ctg (175°)-11,430052
ctg (56°)0,674509ctg (116°)-0,487733ctg (176°)-14,300666
ctg (57°)0,649408ctg (117°)-0,509525ctg (177°)-19,081137
ctg (58°)0,624869ctg (118°)-0,531709ctg (178°)-28,636253
ctg (59°)0,600861ctg (119°)-0,554309ctg (179°)-57,289962
0,57735-0,57735

Cotangent table from 181° to 360°

ctg (181°)57,289962ctg (241°)0,554309ctg (301°)-0,600861
ctg (182°)28,636253ctg (242°)0,531709ctg (302°)-0,624869
ctg (183°)19,081137ctg (243°)0,509525ctg (303°)-0,649408
ctg (184°)14,300666ctg (244°)0,487733ctg (304°)-0,674509
ctg (185°)11,430052ctg (245°)0,466308ctg (305°)-0,700208
ctg (186°)9,514364ctg (246°)0,445229ctg (306°)-0,726543
ctg (187°)8,144346ctg (247°)0,424475ctg (307°)-0,753554
ctg (188°)7,11537ctg (248°)0,404026ctg (308°)-0,781286
ctg (189°)6,313752ctg (249°)0,383864ctg (309°)-0,809784
ctg (190°)5,671282ctg (250°)0,36397ctg (310°)-0,8391
ctg (191°)5,144554ctg (251°)0,344328ctg (311°)-0,869287
ctg (192°)4,70463ctg (252°)0,32492ctg (312°)-0,900404
ctg (193°)4,331476ctg (253°)0,305731ctg (313°)-0,932515
ctg (194°)4,010781ctg (254°)0,286745ctg (314°)-0,965689
ctg (195°)3,732051ctg (255°)0,267949ctg (315°)-1
ctg (196°)3,487414ctg (256°)0,249328ctg (316°)-1,03553
ctg (197°)3,270853ctg (257°)0,230868ctg (317°)-1,072369
ctg (198°)3,077684ctg (258°)0,212557ctg (318°)-1,110613
ctg (199°)2,904211ctg (259°)0,19438ctg (319°)-1,150368
ctg (200°)2,747477ctg (260°)0,176327ctg (320°)-1,191754
ctg (201°)2,605089ctg (261°)0,158384ctg (321°)-1,234897
ctg (202°)2,475087ctg (262°)0,140541ctg (322°)-1,279942
ctg (203°)2,355852ctg (263°)0,122785ctg (323°)-1,327045
ctg (204°)2,246037ctg (264°)0,105104ctg (324°)-1,376382
ctg (205°)2,144507ctg (265°)0,087489ctg (325°)-1,428148
ctg (206°)2,050304ctg (266°)0,069927ctg (326°)-1,482561
ctg (207°)1,962611ctg (267°)0,052408ctg (327°)-1,539865
ctg (208°)1,880726ctg (268°)0,034921ctg (328°)-1,600335
ctg (209°)1,804048ctg (269°)0,017455ctg (329°)-1,664279
ctg (210°)1,732051ctg (270°)0ctg (330°)-1,732051
ctg (211°)1,664279ctg (271°)-0,017455ctg (331°)-1,804048
ctg (212°)1,600335ctg (272°)-0,034921ctg (332°)-1,880726
ctg (213°)1,539865ctg (273°)-0,052408ctg (333°)-1,962611
ctg (214°)1,482561ctg (274°)-0,069927ctg (334°)-2,050304
ctg (215°)1,428148ctg (275°)-0,087489ctg (335°)-2,144507
ctg (216°)1,376382ctg (276°)-0,105104ctg (336°)-2,246037
ctg (217°)1,327045ctg (277°)-0,122785ctg (337°)-2,355852
ctg (218°)1,279942ctg (278°)-0,140541ctg (338°)-2,475087
ctg (219°)1,234897ctg (279°)-0,158384ctg (339°)-2,605089
ctg (220°)1,191754ctg (280°)-0,176327ctg (340°)-2,747477
ctg (221°)1,150368ctg (281°)-0,19438ctg (341°)-2,904211
ctg (222°)1,110613ctg (282°)-0,212557ctg (342°)-3,077684
ctg (223°)1,072369ctg (283°)-0,230868ctg (343°)-3,270853
ctg (224°)1,03553ctg (284°)-0,249328ctg (344°)-3,487414
ctg (225°)1ctg (285°)-0,267949ctg (345°)-3,732051
ctg (226°)0,965689ctg (286°)-0,286745ctg (346°)-4,010781
ctg (227°)0,932515ctg (287°)-0,305731ctg (347°)-4,331476
ctg (228°)0,900404ctg (288°)-0,32492ctg (348°)-4,70463
ctg (229°)0,869287ctg (289°)-0,344328ctg (349°)-5,144554
ctg (230°)0,8391ctg (290°)-0,36397ctg (350°)-5,671282
ctg (231°)0,809784ctg (291°)-0,383864ctg (351°)-6,313752
ctg (232°)0,781286ctg (292°)-0,404026ctg (352°)-7,11537
ctg (233°)0,753554ctg (293°)-0,424475ctg (353°)-8,144346
ctg (234°)0,726543ctg (294°)-0,445229ctg (354°)-9,514364
ctg (235°)0,700208ctg (295°)-0,466308ctg (355°)-11,430052
ctg (236°)0,674509ctg (296°)-0,487733ctg (356°)-14,300666
ctg (237°)0,649408ctg (297°)-0,509525ctg (357°)-19,081137
ctg (238°)0,624869ctg (298°)-0,531709ctg (358°)-28,636253
ctg (239°)0,600861ctg (299°)-0,554309ctg (359°)-57,289962
0,57735-0,57735

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