sine, 200, plus, cosine, 200
Вычислить
-1.28171276411157706
Разложить на множители
frac{{(-1)} cdot 41 cdot 1583 cdot 560689 cdot 1761059}{2 ^ {16} cdot 5 ^ {17}} approx -1.281712764
Викторина
Trigonometry
5 задач, подобных этой:
sin ( 200 ) + cos ( 200 )
Подобные задачи из результатов поиска в Интернете
cos(22)-sin(68)
https://www.tiger-algebra.com/drill/cos(22)-sin(68)/
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The velocity of an object with a mass of displaystyle{3}{k}{g} is given by displaystyle{v}{left({t}right)}={sin{{2}}}{t}+{cos{{4}}}{t} . What is the impulse applied to the object at displaystyle{t}=frac{pi}{{4}} …
https://socratic.org/questions/the-velocity-of-an-object-with-a-mass-of-3-kg-is-given-by-v-t-sin-2-t-cos-4-t-wh
There is no impulse at that time.
Explanation:
The acceleration,
displaystyle{a}{left({t}right)} , is the first derivative of
displaystyle{v}{left({t}right)} .
displaystyle{a}{left({t}right)}=frac{{{d}{v}{left({t}right)}}}{{left.{d}{t}right.}}={2}{cos{{2}}}{t}-{4}{sin{{4}}}{t} …
How to solve sin x +cos x = 1?
https://math.stackexchange.com/q/618192
The steps you followed are perfectly correct! The only thing you have to do that you haven’t done already is check for extraneous solutions. Whenever we square both sides, there is the chance that we …
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Скопировано в буфер обмена
-0.34202014332566866 + -0.9396926207859084
Определите тригонометрические функции в задаче
-1.28171276411157706
Вычтите 0.9396926207859084 из -0.34202014332566866, чтобы получить -1.28171276411157706.
Примеры
Квадратное уравнение
{ x } ^ { 2 } — 4 x — 5 = 0
Тригонометрия
4 sin theta cos theta = 2 sin theta
Линейное уравнение
y = 3x + 4
Арифметика
699 * 533
Матрица
left[ begin{array} { l l } { 2 } & { 3 } \ { 5 } & { 4 } end{array} right] left[ begin{array} { l l l } { 2 } & { 0 } & { 3 } \ { -1 } & { 1 } & { 5 } end{array} right]
Система уравнений
left. begin{cases} { 8x+2y = 46 } \ { 7x+3y = 47 } end{cases} right.
Дифференцирование
frac { d } { d x } frac { ( 3 x ^ { 2 } — 2 ) } { ( x — 5 ) }
Интегрирование
int _ { 0 } ^ { 1 } x e ^ { — x ^ { 2 } } d x
Пределы
lim _{x rightarrow-3} frac{x^{2}-9}{x^{2}+2 x-3}
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7
1 ответ:
0
0
Sin(200°) = sin(180°+20°) = -sin(20°)<span>
cos(200</span>°) = cos(180°+20°) = -cos(20°)
sin(315°) = sin(360°-45°) = -sin(45°) = -√2 / 2
cos(315°) = cos(360°-45°) = cos(45°) = √2 / 2
Читайте также
(х²-3)(х²+3) = 0
Имеем два случая:
1) х²-3 = 0
х² = 3
х = ±√3
2) х² + 3 = 0
х² = -3
нет корней, т.к. значение х² всегда больше нуля.
Ответ: х = -3; х = 3
Решение смотри в приложении
-20; -8; -4; +16 Вроде так, посчитала
Немного понимаю Алгебру
<u><em>Нужно приравнять эти уравнения.</em></u>
х+5=6х-2
х-6х=-2-5
-5х=-7
х=1.4
<u><em>Мы нашли точку х,теперь подставив это значение в любое из уравнений получаем значение у</em></u>
у=1.4+5=6.4
<u><em>Ответ: (1.4 ; 6.4)</em></u>
F(x)=-2 +6/(x+1)
x=-7 y=-2-1=-3
x=-3 y=-2-3=-5
x=-2 y=-2-6=-8
x=0 y=-2+6=4
x=1 y=-2+3=1
x=2 y=-2+2=0
x=5 y=-2+1=-1
Ответ 7 точек
Опубликовано 11.06.2017 по предмету Алгебра от Гость
>> <<
26 БАЛЛА ПОМОГИТЕ ПОЖАЛУЙСТА
1)найдите sin 200 и cos 200
2)найдите sin 315 и cos315
Ответ оставил Гость
Sin(200°) = sin(180°+20°) = -sin(20°)
cos(200°) = cos(180°+20°) = -cos(20°)
sin(315°) = sin(360°-45°) = -sin(45°) = -√2 / 2
cos(315°) = cos(360°-45°) = cos(45°) = √2 / 2
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В данной таблице приведены значения синусов и косинусов для углов от 0 до 359 градусов. Но если Вам нужно рассчитать значения тригонометрических функций
для более точных углов (с минутами и секундами) или углов больше 360 градусов или углов с отрицательными значениями (например 8° 5′ 53″
или -1775° 15′ 22″ ), то можно воспользоваться тригонометрическим калькулятором.
Таблица углов от 0 до 179 градусов
Угол (градусы) | Синус (Sin) | Косинус (Cos) |
---|---|---|
0 | 0 | 1 |
1 | 0.01745241 | 0.9998477 |
2 | 0.0348995 | 0.99939083 |
3 | 0.05233596 | 0.99862953 |
4 | 0.06975647 | 0.99756405 |
5 | 0.08715574 | 0.9961947 |
6 | 0.10452846 | 0.9945219 |
7 | 0.12186934 | 0.99254615 |
8 | 0.1391731 | 0.99026807 |
9 | 0.15643447 | 0.98768834 |
10 | 0.17364818 | 0.98480775 |
11 | 0.190809 | 0.98162718 |
12 | 0.20791169 | 0.9781476 |
13 | 0.22495105 | 0.97437006 |
14 | 0.2419219 | 0.97029573 |
15 | 0.25881905 | 0.96592583 |
16 | 0.27563736 | 0.9612617 |
17 | 0.2923717 | 0.95630476 |
18 | 0.30901699 | 0.95105652 |
19 | 0.32556815 | 0.94551858 |
20 | 0.34202014 | 0.93969262 |
21 | 0.35836795 | 0.93358043 |
22 | 0.37460659 | 0.92718385 |
23 | 0.39073113 | 0.92050485 |
24 | 0.40673664 | 0.91354546 |
25 | 0.42261826 | 0.90630779 |
26 | 0.43837115 | 0.89879405 |
27 | 0.4539905 | 0.89100652 |
28 | 0.46947156 | 0.88294759 |
29 | 0.48480962 | 0.87461971 |
30 | 0.5 | 0.8660254 |
31 | 0.51503807 | 0.8571673 |
32 | 0.52991926 | 0.8480481 |
33 | 0.54463904 | 0.83867057 |
34 | 0.5591929 | 0.82903757 |
35 | 0.57357644 | 0.81915204 |
36 | 0.58778525 | 0.80901699 |
37 | 0.60181502 | 0.79863551 |
38 | 0.61566148 | 0.78801075 |
39 | 0.62932039 | 0.77714596 |
40 | 0.64278761 | 0.76604444 |
41 | 0.65605903 | 0.75470958 |
42 | 0.66913061 | 0.74314483 |
43 | 0.68199836 | 0.7313537 |
44 | 0.69465837 | 0.7193398 |
45 | 0.70710678 | 0.70710678 |
46 | 0.7193398 | 0.69465837 |
47 | 0.7313537 | 0.68199836 |
48 | 0.74314483 | 0.66913061 |
49 | 0.75470958 | 0.65605903 |
50 | 0.76604444 | 0.64278761 |
51 | 0.77714596 | 0.62932039 |
52 | 0.78801075 | 0.61566148 |
53 | 0.79863551 | 0.60181502 |
54 | 0.80901699 | 0.58778525 |
55 | 0.81915204 | 0.57357644 |
56 | 0.82903757 | 0.5591929 |
57 | 0.83867057 | 0.54463904 |
58 | 0.8480481 | 0.52991926 |
59 | 0.8571673 | 0.51503807 |
60 | 0.8660254 | 0.5 |
61 | 0.87461971 | 0.48480962 |
62 | 0.88294759 | 0.46947156 |
63 | 0.89100652 | 0.4539905 |
64 | 0.89879405 | 0.43837115 |
65 | 0.90630779 | 0.42261826 |
66 | 0.91354546 | 0.40673664 |
67 | 0.92050485 | 0.39073113 |
68 | 0.92718385 | 0.37460659 |
69 | 0.93358043 | 0.35836795 |
70 | 0.93969262 | 0.34202014 |
71 | 0.94551858 | 0.32556815 |
72 | 0.95105652 | 0.30901699 |
73 | 0.95630476 | 0.2923717 |
74 | 0.9612617 | 0.27563736 |
75 | 0.96592583 | 0.25881905 |
76 | 0.97029573 | 0.2419219 |
77 | 0.97437006 | 0.22495105 |
78 | 0.9781476 | 0.20791169 |
79 | 0.98162718 | 0.190809 |
80 | 0.98480775 | 0.17364818 |
81 | 0.98768834 | 0.15643447 |
82 | 0.99026807 | 0.1391731 |
83 | 0.99254615 | 0.12186934 |
84 | 0.9945219 | 0.10452846 |
85 | 0.9961947 | 0.08715574 |
86 | 0.99756405 | 0.06975647 |
87 | 0.99862953 | 0.05233596 |
88 | 0.99939083 | 0.0348995 |
89 | 0.9998477 | 0.01745241 |
90 | 1 | 0 |
91 | 0.9998477 | -0.01745241 |
92 | 0.99939083 | -0.0348995 |
93 | 0.99862953 | -0.05233596 |
94 | 0.99756405 | -0.06975647 |
95 | 0.9961947 | -0.08715574 |
96 | 0.9945219 | -0.10452846 |
97 | 0.99254615 | -0.12186934 |
98 | 0.99026807 | -0.1391731 |
99 | 0.98768834 | -0.15643447 |
100 | 0.98480775 | -0.17364818 |
101 | 0.98162718 | -0.190809 |
102 | 0.9781476 | -0.20791169 |
103 | 0.97437006 | -0.22495105 |
104 | 0.97029573 | -0.2419219 |
105 | 0.96592583 | -0.25881905 |
106 | 0.9612617 | -0.27563736 |
107 | 0.95630476 | -0.2923717 |
108 | 0.95105652 | -0.30901699 |
109 | 0.94551858 | -0.32556815 |
110 | 0.93969262 | -0.34202014 |
111 | 0.93358043 | -0.35836795 |
112 | 0.92718385 | -0.37460659 |
113 | 0.92050485 | -0.39073113 |
114 | 0.91354546 | -0.40673664 |
115 | 0.90630779 | -0.42261826 |
116 | 0.89879405 | -0.43837115 |
117 | 0.89100652 | -0.4539905 |
118 | 0.88294759 | -0.46947156 |
119 | 0.87461971 | -0.48480962 |
120 | 0.8660254 | -0.5 |
121 | 0.8571673 | -0.51503807 |
122 | 0.8480481 | -0.52991926 |
123 | 0.83867057 | -0.54463904 |
124 | 0.82903757 | -0.5591929 |
125 | 0.81915204 | -0.57357644 |
126 | 0.80901699 | -0.58778525 |
127 | 0.79863551 | -0.60181502 |
128 | 0.78801075 | -0.61566148 |
129 | 0.77714596 | -0.62932039 |
130 | 0.76604444 | -0.64278761 |
131 | 0.75470958 | -0.65605903 |
132 | 0.74314483 | -0.66913061 |
133 | 0.7313537 | -0.68199836 |
134 | 0.7193398 | -0.69465837 |
135 | 0.70710678 | -0.70710678 |
136 | 0.69465837 | -0.7193398 |
137 | 0.68199836 | -0.7313537 |
138 | 0.66913061 | -0.74314483 |
139 | 0.65605903 | -0.75470958 |
140 | 0.64278761 | -0.76604444 |
141 | 0.62932039 | -0.77714596 |
142 | 0.61566148 | -0.78801075 |
143 | 0.60181502 | -0.79863551 |
144 | 0.58778525 | -0.80901699 |
145 | 0.57357644 | -0.81915204 |
146 | 0.5591929 | -0.82903757 |
147 | 0.54463904 | -0.83867057 |
148 | 0.52991926 | -0.8480481 |
149 | 0.51503807 | -0.8571673 |
150 | 0.5 | -0.8660254 |
151 | 0.48480962 | -0.87461971 |
152 | 0.46947156 | -0.88294759 |
153 | 0.4539905 | -0.89100652 |
154 | 0.43837115 | -0.89879405 |
155 | 0.42261826 | -0.90630779 |
156 | 0.40673664 | -0.91354546 |
157 | 0.39073113 | -0.92050485 |
158 | 0.37460659 | -0.92718385 |
159 | 0.35836795 | -0.93358043 |
160 | 0.34202014 | -0.93969262 |
161 | 0.32556815 | -0.94551858 |
162 | 0.30901699 | -0.95105652 |
163 | 0.2923717 | -0.95630476 |
164 | 0.27563736 | -0.9612617 |
165 | 0.25881905 | -0.96592583 |
166 | 0.2419219 | -0.97029573 |
167 | 0.22495105 | -0.97437006 |
168 | 0.20791169 | -0.9781476 |
169 | 0.190809 | -0.98162718 |
170 | 0.17364818 | -0.98480775 |
171 | 0.15643447 | -0.98768834 |
172 | 0.1391731 | -0.99026807 |
173 | 0.12186934 | -0.99254615 |
174 | 0.10452846 | -0.9945219 |
175 | 0.08715574 | -0.9961947 |
176 | 0.06975647 | -0.99756405 |
177 | 0.05233596 | -0.99862953 |
178 | 0.0348995 | -0.99939083 |
179 | 0.01745241 | -0.9998477 |
Таблица углов от 180 до 359 градусов
Угол (градусы) | Синус (Sin) | Косинус (Cos) |
---|---|---|
180 | 0 | -1 |
181 | -0.01745241 | -0.9998477 |
182 | -0.0348995 | -0.99939083 |
183 | -0.05233596 | -0.99862953 |
184 | -0.06975647 | -0.99756405 |
185 | -0.08715574 | -0.9961947 |
186 | -0.10452846 | -0.9945219 |
187 | -0.12186934 | -0.99254615 |
188 | -0.1391731 | -0.99026807 |
189 | -0.15643447 | -0.98768834 |
190 | -0.17364818 | -0.98480775 |
191 | -0.190809 | -0.98162718 |
192 | -0.20791169 | -0.9781476 |
193 | -0.22495105 | -0.97437006 |
194 | -0.2419219 | -0.97029573 |
195 | -0.25881905 | -0.96592583 |
196 | -0.27563736 | -0.9612617 |
197 | -0.2923717 | -0.95630476 |
198 | -0.30901699 | -0.95105652 |
199 | -0.32556815 | -0.94551858 |
200 | -0.34202014 | -0.93969262 |
201 | -0.35836795 | -0.93358043 |
202 | -0.37460659 | -0.92718385 |
203 | -0.39073113 | -0.92050485 |
204 | -0.40673664 | -0.91354546 |
205 | -0.42261826 | -0.90630779 |
206 | -0.43837115 | -0.89879405 |
207 | -0.4539905 | -0.89100652 |
208 | -0.46947156 | -0.88294759 |
209 | -0.48480962 | -0.87461971 |
210 | -0.5 | -0.8660254 |
211 | -0.51503807 | -0.8571673 |
212 | -0.52991926 | -0.8480481 |
213 | -0.54463904 | -0.83867057 |
214 | -0.5591929 | -0.82903757 |
215 | -0.57357644 | -0.81915204 |
216 | -0.58778525 | -0.80901699 |
217 | -0.60181502 | -0.79863551 |
218 | -0.61566148 | -0.78801075 |
219 | -0.62932039 | -0.77714596 |
220 | -0.64278761 | -0.76604444 |
221 | -0.65605903 | -0.75470958 |
222 | -0.66913061 | -0.74314483 |
223 | -0.68199836 | -0.7313537 |
224 | -0.69465837 | -0.7193398 |
225 | -0.70710678 | -0.70710678 |
226 | -0.7193398 | -0.69465837 |
227 | -0.7313537 | -0.68199836 |
228 | -0.74314483 | -0.66913061 |
229 | -0.75470958 | -0.65605903 |
230 | -0.76604444 | -0.64278761 |
231 | -0.77714596 | -0.62932039 |
232 | -0.78801075 | -0.61566148 |
233 | -0.79863551 | -0.60181502 |
234 | -0.80901699 | -0.58778525 |
235 | -0.81915204 | -0.57357644 |
236 | -0.82903757 | -0.5591929 |
237 | -0.83867057 | -0.54463904 |
238 | -0.8480481 | -0.52991926 |
239 | -0.8571673 | -0.51503807 |
240 | -0.8660254 | -0.5 |
241 | -0.87461971 | -0.48480962 |
242 | -0.88294759 | -0.46947156 |
243 | -0.89100652 | -0.4539905 |
244 | -0.89879405 | -0.43837115 |
245 | -0.90630779 | -0.42261826 |
246 | -0.91354546 | -0.40673664 |
247 | -0.92050485 | -0.39073113 |
248 | -0.92718385 | -0.37460659 |
249 | -0.93358043 | -0.35836795 |
250 | -0.93969262 | -0.34202014 |
251 | -0.94551858 | -0.32556815 |
252 | -0.95105652 | -0.30901699 |
253 | -0.95630476 | -0.2923717 |
254 | -0.9612617 | -0.27563736 |
255 | -0.96592583 | -0.25881905 |
256 | -0.97029573 | -0.2419219 |
257 | -0.97437006 | -0.22495105 |
258 | -0.9781476 | -0.20791169 |
259 | -0.98162718 | -0.190809 |
260 | -0.98480775 | -0.17364818 |
261 | -0.98768834 | -0.15643447 |
262 | -0.99026807 | -0.1391731 |
263 | -0.99254615 | -0.12186934 |
264 | -0.9945219 | -0.10452846 |
265 | -0.9961947 | -0.08715574 |
266 | -0.99756405 | -0.06975647 |
267 | -0.99862953 | -0.05233596 |
268 | -0.99939083 | -0.0348995 |
269 | -0.9998477 | -0.01745241 |
270 | -1 | 0 |
271 | -0.9998477 | 0.01745241 |
272 | -0.99939083 | 0.0348995 |
273 | -0.99862953 | 0.05233596 |
274 | -0.99756405 | 0.06975647 |
275 | -0.9961947 | 0.08715574 |
276 | -0.9945219 | 0.10452846 |
277 | -0.99254615 | 0.12186934 |
278 | -0.99026807 | 0.1391731 |
279 | -0.98768834 | 0.15643447 |
280 | -0.98480775 | 0.17364818 |
281 | -0.98162718 | 0.190809 |
282 | -0.9781476 | 0.20791169 |
283 | -0.97437006 | 0.22495105 |
284 | -0.97029573 | 0.2419219 |
285 | -0.96592583 | 0.25881905 |
286 | -0.9612617 | 0.27563736 |
287 | -0.95630476 | 0.2923717 |
288 | -0.95105652 | 0.30901699 |
289 | -0.94551858 | 0.32556815 |
290 | -0.93969262 | 0.34202014 |
291 | -0.93358043 | 0.35836795 |
292 | -0.92718385 | 0.37460659 |
293 | -0.92050485 | 0.39073113 |
294 | -0.91354546 | 0.40673664 |
295 | -0.90630779 | 0.42261826 |
296 | -0.89879405 | 0.43837115 |
297 | -0.89100652 | 0.4539905 |
298 | -0.88294759 | 0.46947156 |
299 | -0.87461971 | 0.48480962 |
300 | -0.8660254 | 0.5 |
301 | -0.8571673 | 0.51503807 |
302 | -0.8480481 | 0.52991926 |
303 | -0.83867057 | 0.54463904 |
304 | -0.82903757 | 0.5591929 |
305 | -0.81915204 | 0.57357644 |
306 | -0.80901699 | 0.58778525 |
307 | -0.79863551 | 0.60181502 |
308 | -0.78801075 | 0.61566148 |
309 | -0.77714596 | 0.62932039 |
310 | -0.76604444 | 0.64278761 |
311 | -0.75470958 | 0.65605903 |
312 | -0.74314483 | 0.66913061 |
313 | -0.7313537 | 0.68199836 |
314 | -0.7193398 | 0.69465837 |
315 | -0.70710678 | 0.70710678 |
316 | -0.69465837 | 0.7193398 |
317 | -0.68199836 | 0.7313537 |
318 | -0.66913061 | 0.74314483 |
319 | -0.65605903 | 0.75470958 |
320 | -0.64278761 | 0.76604444 |
321 | -0.62932039 | 0.77714596 |
322 | -0.61566148 | 0.78801075 |
323 | -0.60181502 | 0.79863551 |
324 | -0.58778525 | 0.80901699 |
325 | -0.57357644 | 0.81915204 |
326 | -0.5591929 | 0.82903757 |
327 | -0.54463904 | 0.83867057 |
328 | -0.52991926 | 0.8480481 |
329 | -0.51503807 | 0.8571673 |
330 | -0.5 | 0.8660254 |
331 | -0.48480962 | 0.87461971 |
332 | -0.46947156 | 0.88294759 |
333 | -0.4539905 | 0.89100652 |
334 | -0.43837115 | 0.89879405 |
335 | -0.42261826 | 0.90630779 |
336 | -0.40673664 | 0.91354546 |
337 | -0.39073113 | 0.92050485 |
338 | -0.37460659 | 0.92718385 |
339 | -0.35836795 | 0.93358043 |
340 | -0.34202014 | 0.93969262 |
341 | -0.32556815 | 0.94551858 |
342 | -0.30901699 | 0.95105652 |
343 | -0.2923717 | 0.95630476 |
344 | -0.27563736 | 0.9612617 |
345 | -0.25881905 | 0.96592583 |
346 | -0.2419219 | 0.97029573 |
347 | -0.22495105 | 0.97437006 |
348 | -0.20791169 | 0.9781476 |
349 | -0.190809 | 0.98162718 |
350 | -0.17364818 | 0.98480775 |
351 | -0.15643447 | 0.98768834 |
352 | -0.1391731 | 0.99026807 |
353 | -0.12186934 | 0.99254615 |
354 | -0.10452846 | 0.9945219 |
355 | -0.08715574 | 0.9961947 |
356 | -0.06975647 | 0.99756405 |
357 | -0.05233596 | 0.99862953 |
358 | -0.0348995 | 0.99939083 |
359 | -0.01745241 | 0.9998477 |
Другие таблицы
Таблица косинусов
Таблица косинусов — это записанные в таблицу посчитанные значения косинусов углов от 0° до 360°. Используя таблицу косинусов Вы сможете провести расчеты даже если под руками не окажется инженерного калькулятора. Чтобы узнать значение косинуса от нужного Вам угла, достаточно найти его в таблице или вычислить с помощью калькулятора.
Калькулятор — косинус угла
cos(°) = 1
Калькулятор — арккосинус угла
arccos() = 0°
Таблица косинусов в радианах
α | 0 | π6 | π4 | π3 | π2 | π | 3π2 | 2π |
cos α | 1 | √32 | √22 | 12 | 0 | -1 | 0 | 1 |
Таблица косинусов углов от 0° до 180°
cos(0°) = 1 cos(1°) = 0.999848 cos(2°) = 0.999391 cos(3°) = 0.99863 cos(4°) = 0.997564 cos(5°) = 0.996195 cos(6°) = 0.994522 cos(7°) = 0.992546 cos(8°) = 0.990268 cos(9°) = 0.987688 cos(10°) = 0.984808 cos(11°) = 0.981627 cos(12°) = 0.978148 cos(13°) = 0.97437 cos(14°) = 0.970296 cos(15°) = 0.965926 cos(16°) = 0.961262 cos(17°) = 0.956305 cos(18°) = 0.951057 cos(19°) = 0.945519 cos(20°) = 0.939693 cos(21°) = 0.93358 cos(22°) = 0.927184 cos(23°) = 0.920505 cos(24°) = 0.913545 cos(25°) = 0.906308 cos(26°) = 0.898794 cos(27°) = 0.891007 cos(28°) = 0.882948 cos(29°) = 0.87462 cos(30°) = 0.866025 cos(31°) = 0.857167 cos(32°) = 0.848048 cos(33°) = 0.838671 cos(34°) = 0.829038 cos(35°) = 0.819152 cos(36°) = 0.809017 cos(37°) = 0.798636 cos(38°) = 0.788011 cos(39°) = 0.777146 cos(40°) = 0.766044 cos(41°) = 0.75471 cos(42°) = 0.743145 cos(43°) = 0.731354 cos(44°) = 0.71934 cos(45°) = 0.707107 |
cos(46°) = 0.694658 cos(47°) = 0.681998 cos(48°) = 0.669131 cos(49°) = 0.656059 cos(50°) = 0.642788 cos(51°) = 0.62932 cos(52°) = 0.615661 cos(53°) = 0.601815 cos(54°) = 0.587785 cos(55°) = 0.573576 cos(56°) = 0.559193 cos(57°) = 0.544639 cos(58°) = 0.529919 cos(59°) = 0.515038 cos(60°) = 0.5 cos(61°) = 0.48481 cos(62°) = 0.469472 cos(63°) = 0.45399 cos(64°) = 0.438371 cos(65°) = 0.422618 cos(66°) = 0.406737 cos(67°) = 0.390731 cos(68°) = 0.374607 cos(69°) = 0.358368 cos(70°) = 0.34202 cos(71°) = 0.325568 cos(72°) = 0.309017 cos(73°) = 0.292372 cos(74°) = 0.275637 cos(75°) = 0.258819 cos(76°) = 0.241922 cos(77°) = 0.224951 cos(78°) = 0.207912 cos(79°) = 0.190809 cos(80°) = 0.173648 cos(81°) = 0.156434 cos(82°) = 0.139173 cos(83°) = 0.121869 cos(84°) = 0.104528 cos(85°) = 0.087156 cos(86°) = 0.069756 cos(87°) = 0.052336 cos(88°) = 0.034899 cos(89°) = 0.017452 cos(90°) = 0 |
cos(91°) = -0.017452 cos(92°) = -0.034899 cos(93°) = -0.052336 cos(94°) = -0.069756 cos(95°) = -0.087156 cos(96°) = -0.104528 cos(97°) = -0.121869 cos(98°) = -0.139173 cos(99°) = -0.156434 cos(100°) = -0.173648 cos(101°) = -0.190809 cos(102°) = -0.207912 cos(103°) = -0.224951 cos(104°) = -0.241922 cos(105°) = -0.258819 cos(106°) = -0.275637 cos(107°) = -0.292372 cos(108°) = -0.309017 cos(109°) = -0.325568 cos(110°) = -0.34202 cos(111°) = -0.358368 cos(112°) = -0.374607 cos(113°) = -0.390731 cos(114°) = -0.406737 cos(115°) = -0.422618 cos(116°) = -0.438371 cos(117°) = -0.45399 cos(118°) = -0.469472 cos(119°) = -0.48481 cos(120°) = -0.5 cos(121°) = -0.515038 cos(122°) = -0.529919 cos(123°) = -0.544639 cos(124°) = -0.559193 cos(125°) = -0.573576 cos(126°) = -0.587785 cos(127°) = -0.601815 cos(128°) = -0.615661 cos(129°) = -0.62932 cos(130°) = -0.642788 cos(131°) = -0.656059 cos(132°) = -0.669131 cos(133°) = -0.681998 cos(134°) = -0.694658 cos(135°) = -0.707107 |
cos(136°) = -0.71934 cos(137°) = -0.731354 cos(138°) = -0.743145 cos(139°) = -0.75471 cos(140°) = -0.766044 cos(141°) = -0.777146 cos(142°) = -0.788011 cos(143°) = -0.798636 cos(144°) = -0.809017 cos(145°) = -0.819152 cos(146°) = -0.829038 cos(147°) = -0.838671 cos(148°) = -0.848048 cos(149°) = -0.857167 cos(150°) = -0.866025 cos(151°) = -0.87462 cos(152°) = -0.882948 cos(153°) = -0.891007 cos(154°) = -0.898794 cos(155°) = -0.906308 cos(156°) = -0.913545 cos(157°) = -0.920505 cos(158°) = -0.927184 cos(159°) = -0.93358 cos(160°) = -0.939693 cos(161°) = -0.945519 cos(162°) = -0.951057 cos(163°) = -0.956305 cos(164°) = -0.961262 cos(165°) = -0.965926 cos(166°) = -0.970296 cos(167°) = -0.97437 cos(168°) = -0.978148 cos(169°) = -0.981627 cos(170°) = -0.984808 cos(171°) = -0.987688 cos(172°) = -0.990268 cos(173°) = -0.992546 cos(174°) = -0.994522 cos(175°) = -0.996195 cos(176°) = -0.997564 cos(177°) = -0.99863 cos(178°) = -0.999391 cos(179°) = -0.999848 cos(180°) = -1 |
Таблица косинусов углов от 181° до 360°
cos(181°) = -0.999848 cos(182°) = -0.999391 cos(183°) = -0.99863 cos(184°) = -0.997564 cos(185°) = -0.996195 cos(186°) = -0.994522 cos(187°) = -0.992546 cos(188°) = -0.990268 cos(189°) = -0.987688 cos(190°) = -0.984808 cos(191°) = -0.981627 cos(192°) = -0.978148 cos(193°) = -0.97437 cos(194°) = -0.970296 cos(195°) = -0.965926 cos(196°) = -0.961262 cos(197°) = -0.956305 cos(198°) = -0.951057 cos(199°) = -0.945519 cos(200°) = -0.939693 cos(201°) = -0.93358 cos(202°) = -0.927184 cos(203°) = -0.920505 cos(204°) = -0.913545 cos(205°) = -0.906308 cos(206°) = -0.898794 cos(207°) = -0.891007 cos(208°) = -0.882948 cos(209°) = -0.87462 cos(210°) = -0.866025 cos(211°) = -0.857167 cos(212°) = -0.848048 cos(213°) = -0.838671 cos(214°) = -0.829038 cos(215°) = -0.819152 cos(216°) = -0.809017 cos(217°) = -0.798636 cos(218°) = -0.788011 cos(219°) = -0.777146 cos(220°) = -0.766044 cos(221°) = -0.75471 cos(222°) = -0.743145 cos(223°) = -0.731354 cos(224°) = -0.71934 cos(225°) = -0.707107 |
cos(226°) = -0.694658 cos(227°) = -0.681998 cos(228°) = -0.669131 cos(229°) = -0.656059 cos(230°) = -0.642788 cos(231°) = -0.62932 cos(232°) = -0.615661 cos(233°) = -0.601815 cos(234°) = -0.587785 cos(235°) = -0.573576 cos(236°) = -0.559193 cos(237°) = -0.544639 cos(238°) = -0.529919 cos(239°) = -0.515038 cos(240°) = -0.5 cos(241°) = -0.48481 cos(242°) = -0.469472 cos(243°) = -0.45399 cos(244°) = -0.438371 cos(245°) = -0.422618 cos(246°) = -0.406737 cos(247°) = -0.390731 cos(248°) = -0.374607 cos(249°) = -0.358368 cos(250°) = -0.34202 cos(251°) = -0.325568 cos(252°) = -0.309017 cos(253°) = -0.292372 cos(254°) = -0.275637 cos(255°) = -0.258819 cos(256°) = -0.241922 cos(257°) = -0.224951 cos(258°) = -0.207912 cos(259°) = -0.190809 cos(260°) = -0.173648 cos(261°) = -0.156434 cos(262°) = -0.139173 cos(263°) = -0.121869 cos(264°) = -0.104528 cos(265°) = -0.087156 cos(266°) = -0.069756 cos(267°) = -0.052336 cos(268°) = -0.034899 cos(269°) = -0.017452 cos(270°) = -0 |
cos(271°) = 0.017452 cos(272°) = 0.034899 cos(273°) = 0.052336 cos(274°) = 0.069756 cos(275°) = 0.087156 cos(276°) = 0.104528 cos(277°) = 0.121869 cos(278°) = 0.139173 cos(279°) = 0.156434 cos(280°) = 0.173648 cos(281°) = 0.190809 cos(282°) = 0.207912 cos(283°) = 0.224951 cos(284°) = 0.241922 cos(285°) = 0.258819 cos(286°) = 0.275637 cos(287°) = 0.292372 cos(288°) = 0.309017 cos(289°) = 0.325568 cos(290°) = 0.34202 cos(291°) = 0.358368 cos(292°) = 0.374607 cos(293°) = 0.390731 cos(294°) = 0.406737 cos(295°) = 0.422618 cos(296°) = 0.438371 cos(297°) = 0.45399 cos(298°) = 0.469472 cos(299°) = 0.48481 cos(300°) = 0.5 cos(301°) = 0.515038 cos(302°) = 0.529919 cos(303°) = 0.544639 cos(304°) = 0.559193 cos(305°) = 0.573576 cos(306°) = 0.587785 cos(307°) = 0.601815 cos(308°) = 0.615661 cos(309°) = 0.62932 cos(310°) = 0.642788 cos(311°) = 0.656059 cos(312°) = 0.669131 cos(313°) = 0.681998 cos(314°) = 0.694658 cos(315°) = 0.707107 |
cos(316°) = 0.71934 cos(317°) = 0.731354 cos(318°) = 0.743145 cos(319°) = 0.75471 cos(320°) = 0.766044 cos(321°) = 0.777146 cos(322°) = 0.788011 cos(323°) = 0.798636 cos(324°) = 0.809017 cos(325°) = 0.819152 cos(326°) = 0.829038 cos(327°) = 0.838671 cos(328°) = 0.848048 cos(329°) = 0.857167 cos(330°) = 0.866025 cos(331°) = 0.87462 cos(332°) = 0.882948 cos(333°) = 0.891007 cos(334°) = 0.898794 cos(335°) = 0.906308 cos(336°) = 0.913545 cos(337°) = 0.920505 cos(338°) = 0.927184 cos(339°) = 0.93358 cos(340°) = 0.939693 cos(341°) = 0.945519 cos(342°) = 0.951057 cos(343°) = 0.956305 cos(344°) = 0.961262 cos(345°) = 0.965926 cos(346°) = 0.970296 cos(347°) = 0.97437 cos(348°) = 0.978148 cos(349°) = 0.981627 cos(350°) = 0.984808 cos(351°) = 0.987688 cos(352°) = 0.990268 cos(353°) = 0.992546 cos(354°) = 0.994522 cos(355°) = 0.996195 cos(356°) = 0.997564 cos(357°) = 0.99863 cos(358°) = 0.999391 cos(359°) = 0.999848 cos(360°) = 1 |