Cosine table

The cosine table is the calculated cosine values ​​from 0 to 360 degrees. It can be useful if you need to perform certain calculations in which there is a cosine of some angle, and there will not be a calculator at hand.

Using the table is quite easy – we find the degree and the corresponding cosine value will be indicated in the column on the right in the same line. For convenience, the information is divided into two parts.

Content

Table of cosines from 0° to 180°

cos (0°)1
cos (1°)0,999848cos (61°)0,48481cos (121°)-0,515038
cos (2°)0,999391cos (62°)0,469472cos (122°)-0,529919
cos (3°)0,99863cos (63°)0,45399cos (123°)-0,544639
cos (4°)0,997564cos (64°)0,438371cos (124°)-0,559193
cos (5°)0,996195cos (65°)0,422618cos (125°)-0,573576
cos (6°)0,994522cos (66°)0,406737cos (126°)-0,587785
cos (7°)0,992546cos (67°)0,390731cos (127°)-0,601815
cos (8°)0,990268cos (68°)0,374607cos (128°)-0,615661
cos (9°)0,987688cos (69°)0,358368cos (129°)-0,62932
cos (10°)0,984808cos (70°)0,34202cos (130°)-0,642788
cos (11°)0,981627cos (71°)0,325568cos (131°)-0,656059
cos (12°)0,978148cos (72°)0,309017cos (132°)-0,669131
cos (13°)0,97437cos (73°)0,292372cos (133°)-0,681998
cos (14°)0,970296cos (74°)0,275637cos (134°)-0,694658
cos (15°)0,965926cos (75°)0,258819cos (135°)-0,707107
cos (16°)0,961262cos (76°)0,241922cos (136°)-0,71934
cos (17°)0,956305cos (77°)0,224951cos (137°)-0,731354
cos (18°)0,951057cos (78°)0,207912cos (138°)-0,743145
cos (19°)0,945519cos (79°)0,190809cos (139°)-0,75471
cos (20°)0,939693cos (80°)0,173648cos (140°)-0,766044
cos (21°)0,93358cos (81°)0,156434cos (141°)-0,777146
cos (22°)0,927184cos (82°)0,139173cos (142°)-0,788011
cos (23°)0,920505cos (83°)0,121869cos (143°)-0,798636
cos (24°)0,913545cos (84°)0,104528cos (144°)-0,809017
cos (25°)0,906308cos (85°)0,087156cos (145°)-0,819152
cos (26°)0,898794cos (86°)0,069756cos (146°)-0,829038
cos (27°)0,891007cos (87°)0,052336cos (147°)-0,838671
cos (28°)0,882948cos (88°)0,034899cos (148°)-0,848048
cos (29°)0,87462cos (89°)0,017452cos (149°)-0,857167
cos (30°)0,866025cos (90°)0cos (150°)-0,866025
cos (31°)0,857167cos (91°)-0,017452cos (151°)-0,87462
cos (32°)0,848048cos (92°)-0,034899cos (152°)-0,882948
cos (33°)0,838671cos (93°)-0,052336cos (153°)-0,891007
cos (34°)0,829038cos (94°)-0,069756cos (154°)-0,898794
cos (35°)0,819152cos (95°)-0,087156cos (155°)-0,906308
cos (36°)0,809017cos (96°)-0,104528cos (156°)-0,913545
cos (37°)0,798636cos (97°)-0,121869cos (157°)-0,920505
cos (38°)0,788011cos (98°)-0,139173cos (158°)-0,927184
cos (39°)0,777146cos (99°)-0,156434cos (159°)-0,93358
cos (40°)0,766044cos (100°)-0,173648cos (160°)-0,939693
cos (41°)0,75471cos (101°)-0,190809cos (161°)-0,945519
cos (42°)0,743145cos (102°)-0,207912cos (162°)-0,951057
cos (43°)0,731354cos (103°)-0,224951cos (163°)-0,956305
cos (44°)0,71934cos (104°)-0,241922cos (164°)-0,961262
cos (45°)0,707107cos (105°)-0,258819cos (165°)-0,965926
cos (46°)0,694658cos (106°)-0,275637cos (166°)-0,970296
cos (47°)0,681998cos (107°)-0,292372cos (167°)-0,97437
cos (48°)0,669131cos (108°)-0,309017cos (168°)-0,978148
cos (49°)0,656059cos (109°)-0,325568cos (169°)-0,981627
cos (50°)0,642788cos (110°)-0,34202cos (170°)-0,984808
cos (51°)0,62932cos (111°)-0,358368cos (171°)-0,987688
cos (52°)0,615661cos (112°)-0,374607cos (172°)-0,990268
cos (53°)0,601815cos (113°)-0,390731cos (173°)-0,992546
cos (54°)0,587785cos (114°)-0,406737cos (174°)-0,994522
cos (55°)0,573576cos (115°)-0,422618cos (175°)-0,996195
cos (56°)0,559193cos (116°)-0,438371cos (176°)-0,997564
cos (57°)0,544639cos (117°)-0,45399cos (177°)-0,99863
cos (58°)0,529919cos (118°)-0,469472cos (178°)-0,999391
cos (59°)0,515038cos (119°)-0,48481cos (179°)-0,999848
0,5-0,5-1

Table of cosines from 181° to 360°

cos (181°)-0,999848cos (241°)-0,48481cos (301°)0,515038
cos (182°)-0,999391cos (242°)-0,469472cos (302°)0,529919
cos (183°)-0,99863cos (243°)-0,45399cos (303°)0,544639
cos (184°)-0,997564cos (244°)-0,438371cos (304°)0,559193
cos (185°)-0,996195cos (245°)-0,422618cos (305°)0,573576
cos (186°)-0,994522cos (246°)-0,406737cos (306°)0,587785
cos (187°)-0,992546cos (247°)-0,390731cos (307°)0,601815
cos (188°)-0,990268cos (248°)-0,374607cos (308°)0,615661
cos (189°)-0,987688cos (249°)-0,358368cos (309°)0,62932
cos (190°)-0,984808cos (250°)-0,34202cos (310°)0,642788
cos (191°)-0,981627cos (251°)-0,325568cos (311°)0,656059
cos (192°)-0,978148cos (252°)-0,309017cos (312°)0,669131
cos (193°)-0,97437cos (253°)-0,292372cos (313°)0,681998
cos (194°)-0,970296cos (254°)-0,275637cos (314°)0,694658
cos (195°)-0,965926cos (255°)-0,258819cos (315°)0,707107
cos (196°)-0,961262cos (256°)-0,241922cos (316°)0,71934
cos (197°)-0,956305cos (257°)-0,224951cos (317°)0,731354
cos (198°)-0,951057cos (258°)-0,207912cos (318°)0,743145
cos (199°)-0,945519cos (259°)-0,190809cos (319°)0,75471
cos (200°)-0,939693cos (260°)-0,173648cos (320°)0,766044
cos (201°)-0,93358cos (261°)-0,156434cos (321°)0,777146
cos (202°)-0,927184cos (262°)-0,139173cos (322°)0,788011
cos (203°)-0,920505cos (263°)-0,121869cos (323°)0,798636
cos (204°)-0,913545cos (264°)-0,104528cos (324°)0,809017
cos (205°)-0,906308cos (265°)-0,087156cos (325°)0,819152
cos (206°)-0,898794cos (266°)-0,069756cos (326°)0,829038
cos (207°)-0,891007cos (267°)-0,052336cos (327°)0,838671
cos (208°)-0,882948cos (268°)-0,034899cos (328°)0,848048
cos (209°)-0,87462cos (269°)-0,017452cos (329°)0,857167
cos (210°)-0,866025cos (270°)0cos (330°)0,866025
cos (211°)-0,857167cos (271°)0,017452cos (331°)0,87462
cos (212°)-0,848048cos (272°)0,034899cos (332°)0,882948
cos (213°)-0,838671cos (273°)0,052336cos (333°)0,891007
cos (214°)-0,829038cos (274°)0,069756cos (334°)0,898794
cos (215°)-0,819152cos (275°)0,087156cos (335°)0,906308
cos (216°)-0,809017cos (276°)0,104528cos (336°)0,913545
cos (217°)-0,798636cos (277°)0,121869cos (337°)0,920505
cos (218°)-0,788011cos (278°)0,139173cos (338°)0,927184
cos (219°)-0,777146cos (279°)0,156434cos (339°)0,93358
cos (220°)-0,766044cos (280°)0,173648cos (340°)0,939693
cos (221°)-0,75471cos (281°)0,190809cos (341°)0,945519
cos (222°)-0,743145cos (282°)0,207912cos (342°)0,951057
cos (223°)-0,731354cos (283°)0,224951cos (343°)0,956305
cos (224°)-0,71934cos (284°)0,241922cos (344°)0,961262
cos (225°)-0,707107cos (285°)0,258819cos (345°)0,965926
cos (226°)-0,694658cos (286°)0,275637cos (346°)0,970296
cos (227°)-0,681998cos (287°)0,292372cos (347°)0,97437
cos (228°)-0,669131cos (288°)0,309017cos (348°)0,978148
cos (229°)-0,656059cos (289°)0,325568cos (349°)0,981627
cos (230°)-0,642788cos (290°)0,34202cos (350°)0,984808
cos (231°)-0,62932cos (291°)0,358368cos (351°)0,987688
cos (232°)-0,615661cos (292°)0,374607cos (352°)0,990268
cos (233°)-0,601815cos (293°)0,390731cos (353°)0,992546
cos (234°)-0,587785cos (294°)0,406737cos (354°)0,994522
cos (235°)-0,573576cos (295°)0,422618cos (355°)0,996195
cos (236°)-0,559193cos (296°)0,438371cos (356°)0,997564
cos (237°)-0,544639cos (297°)0,45399cos (357°)0,99863
cos (238°)-0,529919cos (298°)0,469472cos (358°)0,999391
cos (239°)-0,515038cos (299°)0,48481cos (359°)0,999848
cos (240°)-0,5cos (300°)0,5cos (360°)1

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