Calculadora del coseno de un ángulo

Calculadora de la función coseno

Digite um valor. Ex.: 60, -30, pi/3, 3π/2, etc.

Ângulo:

Calculator use

To use this calculator, just type a value for the angle, then press 'Calculate'. You may choose radians (rad) or degrees (°) as the angle unit. The default unit is degree (°)

Examples of accepted input values

  • 30 sin(30°) = 0.5
  • pi sin(pirad) = 0
  • 3pi/4 sin(3pi/4) = 0.707 ...
  • 1/(2pi) sin(1/(2pi)rad) = 0.158 ... (note the parenthesis in denominator)
  • 1/2pi sin(1/2pirad) = sin((1/2) x pirad) = 1 exactly

Note: this calculator accepts numbers, fractions, 'pi', 'π', '+', '-', '*', '/', '(', ')' and some (not all) combinations of them as input. Use it with care!

Selecione a unidade de ângulo:

Resposta:

Tabla de valores de funciones trigonométricas para ángulos de uso común

xrad sen(x) cos(x) tg(x) csc(x) sec(x) cot(x)
0 0 1 0 (*) 1 (*)
30° π/6 1/2 3/2 3/3 2 2√3/3 3
45° π/4 2/2 2/2 1 2 2 1
60° π/3 3/2 1/2 3 2√3/3 2 3/3
90° π/2 1 0 (*) 1 (*) 0
120° 2π/3 3/2 -1/2 -√3 2√3/3 -2 -√3/3
135° 3π/4 2/2 -√2/2 -1 2 -√2 -1
150° 5π/6 1/2 -√3/2 -√3/3 2 -2√3/3 -√3
180° π 0 -1 0 (*) -1 (*)
210° 7π/6 -1/2 -√3/2 3/3 -2 -2√3/3 3
225° 5π/4 -√2/2 -√2/2 1 -√2 -√2 1
240° 4π/3 -√3/2 -1/2 3 -2√3/3 -2 3/3
270° 3π/2 -1 0 (*) -1 (*) (*)
300° 5π/3 -√3/2 1/2 -√3 -2√3/3 2 -√3/3
315° 7π/4 -√2/2 2/2 -1 -√2 2 -1
330° 11π/6 -1/2 3/2 -√3/3 -2 2√3/3 -√3

(*) significa un valor indefinido para la función.

Gran tabla de cosenos en grados y radianes de 0 a 360 grados con pasos de 0.5 grados

Gradosradcos
001
0.5π/3600.99996
1π/1800.99985
1.5π/1200.99966
2π/900.99939
2.5π/720.99905
3π/600.99863
3.57π/3600.99813
4π/450.99756
4.5π/400.99692
5π/360.99619
5.511π/3600.9954
6π/300.99452
6.513π/3600.99357
77π/1800.99255
7.5π/240.99144
82π/450.99027
8.517π/3600.98902
9π/200.98769
9.519π/3600.98629
10π/180.98481
10.57π/1200.98325
1111π/1800.98163
11.523π/3600.97992
12π/150.97815
12.55π/720.9763
1313π/1800.97437
13.53π/400.97237
147π/900.9703
14.529π/3600.96815
15π/12(√2/4)(√3 + 1)
15.531π/3600.96363
164π/450.96126
16.511π/1200.95882
1717π/1800.9563
17.57π/720.95372
18π/100.95106
18.537π/3600.94832
1919π/1800.94552
19.513π/1200.94264
20π/90.93969
20.541π/3600.93667
217π/600.93358
21.543π/3600.93042
2211π/900.92718
22.5π/80.92388
2323π/1800.9205
23.547π/3600.91706
242π/150.91355
24.549π/3600.90996
255π/360.90631
25.517π/1200.90259
2613π/900.89879
26.553π/3600.89493
273π/200.89101
27.511π/720.88701
287π/450.88295
28.519π/1200.87882
2929π/1800.87462
29.559π/3600.87036
30π/6√3/2
30.561π/3600.86163
3131π/1800.85717
31.57π/400.85264
328π/450.84805
32.513π/720.84339
3311π/600.83867
33.567π/3600.83389
3417π/900.82904
34.523π/1200.82413
357π/360.81915
35.571π/3600.81412
36π/50.80902
36.573π/3600.80386
3737π/1800.79864
37.55π/240.79335
3819π/900.78801
38.577π/3600.78261
3913π/600.77715
39.579π/3600.77162
402π/90.76604
40.59π/400.76041
4141π/1800.75471
41.583π/3600.74896
427π/300.74314
42.517π/720.73728
4343π/1800.73135
43.529π/1200.72537
4411π/450.71934
44.589π/3600.71325
45π/4√2/2
45.591π/3600.70091
4623π/900.69466
46.531π/1200.68835
4747π/1800.682
47.519π/720.67559
484π/150.66913
48.597π/3600.66262
4949π/1800.65606
49.511π/400.64945
505π/180.64279
50.5101π/3600.63608
5117π/600.62932
51.5103π/3600.62251
5213π/450.61566
52.57π/240.60876
5353π/1800.60182
53.5107π/3600.59482
543π/100.58779
54.5109π/3600.5807
5511π/360.57358
55.537π/1200.56641
5614π/450.55919
56.5113π/3600.55194
5719π/600.54464
57.523π/720.5373
5829π/900.52992
58.513π/400.5225
5959π/1800.51504
59.5119π/3600.50754
60π/31/2
60.5121π/3600.49242
6161π/1800.48481
61.541π/1200.47716
6231π/900.46947
62.525π/720.46175
637π/200.45399
63.5127π/3600.4462
6416π/450.43837
64.543π/1200.43051
6513π/360.42262
65.5131π/3600.41469
6611π/300.40674
66.5133π/3600.39875
6767π/1800.39073
67.53π/80.38268
6817π/450.37461
68.5137π/3600.3665
6923π/600.35837
69.5139π/3600.35021
707π/180.34202
70.547π/1200.33381
7171π/1800.32557
71.5143π/3600.3173
722π/50.30902
72.529π/720.30071
7373π/1800.29237
73.549π/1200.28402
7437π/900.27564
74.5149π/3600.26724
755π/12(√2/4)(√3 - 1)
75.5151π/3600.25038
7619π/450.24192
76.517π/400.23345
7777π/1800.22495
77.531π/720.21644
7813π/300.20791
78.5157π/3600.19937
7979π/1800.19081
79.553π/1200.18224
804π/90.17365
80.5161π/3600.16505
819π/200.15643
81.5163π/3600.14781
8241π/900.13917
82.511π/240.13053
8383π/1800.12187
83.5167π/3600.1132
847π/150.10453
84.5169π/3600.09585
8517π/360.08716
85.519π/400.07846
8643π/900.06976
86.5173π/3600.06105
8729π/600.05234
87.535π/720.04362
8822π/450.0349
88.559π/1200.02618
8989π/1800.01745
89.5179π/3600.00873
90π/20
90.5181π/360-0.00873
9191π/180-0.01745
91.561π/120-0.02618
9223π/45-0.0349
92.537π/72-0.04362
9331π/60-0.05234
93.5187π/360-0.06105
9447π/90-0.06976
94.521π/40-0.07846
9519π/36-0.08716
95.5191π/360-0.09585
968π/15-0.10453
96.5193π/360-0.1132
9797π/180-0.12187
97.513π/24-0.13053
9849π/90-0.13917
98.5197π/360-0.14781
9911π/20-0.15643
99.5199π/360-0.16505
1005π/9-0.17365
100.567π/120-0.18224
101101π/180-0.19081
101.5203π/360-0.19937
10217π/30-0.20791
102.541π/72-0.21644
103103π/180-0.22495
103.523π/40-0.23345
10426π/45-0.24192
104.5209π/360-0.25038
1057π/12-0.25882
105.5211π/360-0.26724
10653π/90-0.27564
106.571π/120-0.28402
107107π/180-0.29237
107.543π/72-0.30071
1083π/5-0.30902
108.5217π/360-0.3173
109109π/180-0.32557
109.573π/120-0.33381
11011π/18-0.34202
110.5221π/360-0.35021
11137π/60-0.35837
111.5223π/360-0.3665
11228π/45-0.37461
112.55π/8-0.38268
113113π/180-0.39073
113.5227π/360-0.39875
11419π/30-0.40674
114.5229π/360-0.41469
11523π/36-0.42262
115.577π/120-0.43051
11629π/45-0.43837
116.5233π/360-0.4462
11713π/20-0.45399
117.547π/72-0.46175
11859π/90-0.46947
118.579π/120-0.47716
119119π/180-0.48481
119.5239π/360-0.49242
Gradosradcos
1202π/3-1/2
120.5241π/360-0.50754
121121π/180-0.51504
121.527π/40-0.5225
12261π/90-0.52992
122.549π/72-0.5373
12341π/60-0.54464
123.5247π/360-0.55194
12431π/45-0.55919
124.583π/120-0.56641
12525π/36-0.57358
125.5251π/360-0.5807
1267π/10-0.58779
126.5253π/360-0.59482
127127π/180-0.60182
127.517π/24-0.60876
12832π/45-0.61566
128.5257π/360-0.62251
12943π/60-0.62932
129.5259π/360-0.63608
13013π/18-0.64279
130.529π/40-0.64945
131131π/180-0.65606
131.5263π/360-0.66262
13211π/15-0.66913
132.553π/72-0.67559
133133π/180-0.682
133.589π/120-0.68835
13467π/90-0.69466
134.5269π/360-0.70091
1353π/4-√2/2
135.5271π/360-0.71325
13634π/45-0.71934
136.591π/120-0.72537
137137π/180-0.73135
137.555π/72-0.73728
13823π/30-0.74314
138.5277π/360-0.74896
139139π/180-0.75471
139.531π/40-0.76041
1407π/9-0.76604
140.5281π/360-0.77162
14147π/60-0.77715
141.5283π/360-0.78261
14271π/90-0.78801
142.519π/24-0.79335
143143π/180-0.79864
143.5287π/360-0.80386
1444π/5-0.80902
144.5289π/360-0.81412
14529π/36-0.81915
145.597π/120-0.82413
14673π/90-0.82904
146.5293π/360-0.83389
14749π/60-0.83867
147.559π/72-0.84339
14837π/45-0.84805
148.533π/40-0.85264
149149π/180-0.85717
149.5299π/360-0.86163
1505π/6-√3/2
150.5301π/360-0.87036
151151π/180-0.87462
151.5101π/120-0.87882
15238π/45-0.88295
152.561π/72-0.88701
15317π/20-0.89101
153.5307π/360-0.89493
15477π/90-0.89879
154.5103π/120-0.90259
15531π/36-0.90631
155.5311π/360-0.90996
15613π/15-0.91355
156.5313π/360-0.91706
157157π/180-0.9205
157.57π/8-0.92388
15879π/90-0.92718
158.5317π/360-0.93042
15953π/60-0.93358
159.5319π/360-0.93667
1608π/9-0.93969
160.5107π/120-0.94264
161161π/180-0.94552
161.5323π/360-0.94832
1629π/10-0.95106
162.565π/72-0.95372
163163π/180-0.9563
163.5109π/120-0.95882
16441π/45-0.96126
164.5329π/360-0.96363
16511π/12-0.96593
165.5331π/360-0.96815
16683π/90-0.9703
166.537π/40-0.97237
167167π/180-0.97437
167.567π/72-0.9763
16814π/15-0.97815
168.5337π/360-0.97992
169169π/180-0.98163
169.5113π/120-0.98325
17017π/18-0.98481
170.5341π/360-0.98629
17119π/20-0.98769
171.5343π/360-0.98902
17243π/45-0.99027
172.523π/24-0.99144
173173π/180-0.99255
173.5347π/360-0.99357
17429π/30-0.99452
174.5349π/360-0.9954
17535π/36-0.99619
175.539π/40-0.99692
17644π/45-0.99756
176.5353π/360-0.99813
17759π/60-0.99863
177.571π/72-0.99905
17889π/90-0.99939
178.5119π/120-0.99966
179179π/180-0.99985
179.5359π/360-0.99996
180π-1
180.5361π/360-0.99996
181181π/180-0.99985
181.5121π/120-0.99966
18291π/90-0.99939
182.573π/72-0.99905
18361π/60-0.99863
183.5367π/360-0.99813
18446π/45-0.99756
184.541π/40-0.99692
18537π/36-0.99619
185.5371π/360-0.9954
18631π/30-0.99452
186.5373π/360-0.99357
187187π/180-0.99255
187.525π/24-0.99144
18847π/45-0.99027
188.5377π/360-0.98902
18921π/20-0.98769
189.5379π/360-0.98629
19019π/18-0.98481
190.5127π/120-0.98325
191191π/180-0.98163
191.5383π/360-0.97992
19216π/15-0.97815
192.577π/72-0.9763
193193π/180-0.97437
193.543π/40-0.97237
19497π/90-0.9703
194.5389π/360-0.96815
19513π/12-0.96593
195.5391π/360-0.96363
19649π/45-0.96126
196.5131π/120-0.95882
197197π/180-0.9563
197.579π/72-0.95372
19811π/10-0.95106
198.5397π/360-0.94832
199199π/180-0.94552
199.5133π/120-0.94264
20010π/9-0.93969
200.5401π/360-0.93667
20167π/60-0.93358
201.5403π/360-0.93042
202101π/90-0.92718
202.59π/8-0.92388
203203π/180-0.9205
203.5407π/360-0.91706
20417π/15-0.91355
204.5409π/360-0.90996
20541π/36-0.90631
205.5137π/120-0.90259
206103π/90-0.89879
206.5413π/360-0.89493
20723π/20-0.89101
207.583π/72-0.88701
20852π/45-0.88295
208.5139π/120-0.87882
209209π/180-0.87462
209.5419π/360-0.87036
2107π/6-√3/2
210.5421π/360-0.86163
211211π/180-0.85717
211.547π/40-0.85264
21253π/45-0.84805
212.585π/72-0.84339
21371π/60-0.83867
213.5427π/360-0.83389
214107π/90-0.82904
214.5143π/120-0.82413
21543π/36-0.81915
215.5431π/360-0.81412
2166π/5-0.80902
216.5433π/360-0.80386
217217π/180-0.79864
217.529π/24-0.79335
218109π/90-0.78801
218.5437π/360-0.78261
21973π/60-0.77715
219.5439π/360-0.77162
22011π/9-0.76604
220.549π/40-0.76041
221221π/180-0.75471
221.5443π/360-0.74896
22237π/30-0.74314
222.589π/72-0.73728
223223π/180-0.73135
223.5149π/120-0.72537
22456π/45-0.71934
224.5449π/360-0.71325
2255π/4-√2/2
225.5451π/360-0.70091
226113π/90-0.69466
226.5151π/120-0.68835
227227π/180-0.682
227.591π/72-0.67559
22819π/15-0.66913
228.5457π/360-0.66262
229229π/180-0.65606
229.551π/40-0.64945
23023π/18-0.64279
230.5461π/360-0.63608
23177π/60-0.62932
231.5463π/360-0.62251
23258π/45-0.61566
232.531π/24-0.60876
233233π/180-0.60182
233.5467π/360-0.59482
23413π/10-0.58779
234.5469π/360-0.5807
23547π/36-0.57358
235.5157π/120-0.56641
23659π/45-0.55919
236.5473π/360-0.55194
23779π/60-0.54464
237.595π/72-0.5373
238119π/90-0.52992
238.553π/40-0.5225
239239π/180-0.51504
239.5479π/360-0.50754
Gradosradcos
2404π/3-1/2
240.5481π/360-0.49242
241241π/180-0.48481
241.5161π/120-0.47716
242121π/90-0.46947
242.597π/72-0.46175
24327π/20-0.45399
243.5487π/360-0.4462
24461π/45-0.43837
244.5163π/120-0.43051
24549π/36-0.42262
245.5491π/360-0.41469
24641π/30-0.40674
246.5493π/360-0.39875
247247π/180-0.39073
247.511π/8-0.38268
24862π/45-0.37461
248.5497π/360-0.3665
24983π/60-0.35837
249.5499π/360-0.35021
25025π/18-0.34202
250.5167π/120-0.33381
251251π/180-0.32557
251.5503π/360-0.3173
2527π/5-0.30902
252.5101π/72-0.30071
253253π/180-0.29237
253.5169π/120-0.28402
254127π/90-0.27564
254.5509π/360-0.26724
25517π/12-0.25882
255.5511π/360-0.25038
25664π/45-0.24192
256.557π/40-0.23345
257257π/180-0.22495
257.5103π/72-0.21644
25843π/30-0.20791
258.5517π/360-0.19937
259259π/180-0.19081
259.5173π/120-0.18224
26013π/9-0.17365
260.5521π/360-0.16505
26129π/20-0.15643
261.5523π/360-0.14781
262131π/90-0.13917
262.535π/24-0.13053
263263π/180-0.12187
263.5527π/360-0.1132
26422π/15-0.10453
264.5529π/360-0.09585
26553π/36-0.08716
265.559π/40-0.07846
266133π/90-0.06976
266.5533π/360-0.06105
26789π/60-0.05234
267.5107π/72-0.04362
26867π/45-0.0349
268.5179π/120-0.02618
269269π/180-0.01745
269.5539π/360-0.00873
2703π/2-0
270.5541π/3600.00873
271271π/1800.01745
271.5181π/1200.02618
27268π/450.0349
272.5109π/720.04362
27391π/600.05234
273.5547π/3600.06105
274137π/900.06976
274.561π/400.07846
27555π/360.08716
275.5551π/3600.09585
27623π/150.10453
276.5553π/3600.1132
277277π/1800.12187
277.537π/240.13053
278139π/900.13917
278.5557π/3600.14781
27931π/200.15643
279.5559π/3600.16505
28014π/90.17365
280.5187π/1200.18224
281281π/1800.19081
281.5563π/3600.19937
28247π/300.20791
282.5113π/720.21644
283283π/1800.22495
283.563π/400.23345
28471π/450.24192
284.5569π/3600.25038
28519π/120.25882
285.5571π/3600.26724
286143π/900.27564
286.5191π/1200.28402
287287π/1800.29237
287.5115π/720.30071
2888π/50.30902
288.5577π/3600.3173
289289π/1800.32557
289.5193π/1200.33381
29029π/180.34202
290.5581π/3600.35021
29197π/600.35837
291.5583π/3600.3665
29273π/450.37461
292.513π/80.38268
293293π/1800.39073
293.5587π/3600.39875
29449π/300.40674
294.5589π/3600.41469
29559π/360.42262
295.5197π/1200.43051
29674π/450.43837
296.5593π/3600.4462
29733π/200.45399
297.5119π/720.46175
298149π/900.46947
298.5199π/1200.47716
299299π/1800.48481
299.5599π/3600.49242
3005π/31/2
300.5601π/3600.50754
301301π/1800.51504
301.567π/400.5225
302151π/900.52992
302.5121π/720.5373
303101π/600.54464
303.5607π/3600.55194
30476π/450.55919
304.5203π/1200.56641
30561π/360.57358
305.5611π/3600.5807
30617π/100.58779
306.5613π/3600.59482
307307π/1800.60182
307.541π/240.60876
30877π/450.61566
308.5617π/3600.62251
309103π/600.62932
309.5619π/3600.63608
31031π/180.64279
310.569π/400.64945
311311π/1800.65606
311.5623π/3600.66262
31226π/150.66913
312.5125π/720.67559
313313π/1800.682
313.5209π/1200.68835
314157π/900.69466
314.5629π/3600.70091
3157π/4√2/2
315.5631π/3600.71325
31679π/450.71934
316.5211π/1200.72537
317317π/1800.73135
317.5127π/720.73728
31853π/300.74314
318.5637π/3600.74896
319319π/1800.75471
319.571π/400.76041
32016π/90.76604
320.5641π/3600.77162
321107π/600.77715
321.5643π/3600.78261
322161π/900.78801
322.543π/240.79335
323323π/1800.79864
323.5647π/3600.80386
3249π/50.80902
324.5649π/3600.81412
32565π/360.81915
325.5217π/1200.82413
326163π/900.82904
326.5653π/3600.83389
327109π/600.83867
327.5131π/720.84339
32882π/450.84805
328.573π/400.85264
329329π/1800.85717
329.5659π/3600.86163
33011π/6√3/2
330.5661π/3600.87036
331331π/1800.87462
331.5221π/1200.87882
33283π/450.88295
332.5133π/720.88701
33337π/200.89101
333.5667π/3600.89493
334167π/900.89879
334.5223π/1200.90259
33567π/360.90631
335.5671π/3600.90996
33628π/150.91355
336.5673π/3600.91706
337337π/1800.9205
337.515π/80.92388
338169π/900.92718
338.5677π/3600.93042
339113π/600.93358
339.5679π/3600.93667
34017π/90.93969
340.5227π/1200.94264
341341π/1800.94552
341.5683π/3600.94832
34219π/100.95106
342.5137π/720.95372
343343π/1800.9563
343.5229π/1200.95882
34486π/450.96126
344.5689π/3600.96363
34523π/120.96593
345.5691π/3600.96815
346173π/900.9703
346.577π/400.97237
347347π/1800.97437
347.5139π/720.9763
34829π/150.97815
348.5697π/3600.97992
349349π/1800.98163
349.5233π/1200.98325
35035π/180.98481
350.5701π/3600.98629
35139π/200.98769
351.5703π/3600.98902
35288π/450.99027
352.547π/240.99144
353353π/1800.99255
353.5707π/3600.99357
35459π/300.99452
354.5709π/3600.9954
35571π/360.99619
355.579π/400.99692
35689π/450.99756
356.5713π/3600.99813
357119π/600.99863
357.5143π/720.99905
358179π/900.99939
358.5239π/1200.99966
359359π/1800.99985
359.5719π/3600.99996
3601

Descargo de responsabilidad:

Hacemos todo lo posible para garantizar que nuestras calculadoras y convertidores sean lo más precisos posible, pero no podemos garantizarlo. Antes de utilizar cualquiera de nuestras herramientas, cualquier información o dato, verifique su precisión en otras fuentes.