The cosine, in mathematics, is a function. It originated many thousands of years ago in calculations involving triangles. In a right triangle, the cosine of one of the acute angles is the length of the opposite side divided by the length of the hypotenuse. As mathematics advanced, the definition of the cosine function was extended to include a larger variety of inputs. The unit circle is a circle on a graph centered at the origin of radius one. If one side of an angle is the positive x axis and the vertex is the origin, then the other side of the angle crosses the unit circle at a point whose x-coordinate is the sine and whose y-coordinate is the cosine of that angle. Even more generally, if x is anything that can be added an multiplied (a complex number, a square matrix, etc.) then cos(x) is defined by the infinite series 1 - x2 / 2! + x4/4! - ... .
0.5877852523
Zero
0.965925826
Cosine(30) = sqrt(3)/2
Cosine cannot have this kind of high value, it ranges from -1 to +1
0.5877852523
Zero
0.965925826
Cosine(30) = sqrt(3)/2
Cosine cannot have this kind of high value, it ranges from -1 to +1
It doesn't exist. The maximum value of the cosine is 1.00, so no angle can have a cosine of (pi), because (pi) is more than 3.
The cosine of 20 degrees is 0.93969262
Looking at a unit circle, cosine is the horizontal coordinate. Pi radians is halfway around the circle (180°), so the coordinate is (-1,0). Cosine(pi) = -1
cos(79) = 0.1908, approx.
It is 0.9849
The cosine of 70 degrees is 0.34202014332567.
In degrees they are the same value.