Examples of 'cosine' in a sentence
Meaning of "cosine"
Cosine - in a right-angled triangle, the ratio of the length of the side adjacent to an angle to the length of the hypotenuse
Show more definitions
- In a right triangle, the ratio of the length of the side adjacent to an acute angle to the length of the hypotenuse. Symbol: cos
How to use "cosine" in a sentence
Basic
Advanced
cosine
We have gone from e to the x cosine of x to e to the x sine of x.
Times cosine of minus mu x plus i sine of minus mu x.
Is equal to the cosine over the sine.
Cosine of minus theta is equal to cosine of theta.
We want to know cosine of alpha plus beta.
Cosine of theta is equal to adjacent over hypotenuse.
This identity was the cosine of a plus b identity.
Cosine is one of the main trigonometric functions.
D over dx times cosine equals negative sine x.
Cosine will not eat that fish.
That just became cosine squared of theta.
The cosine function is the cosine function.
Function to calculate the cosine of a given angle.
And then cosine is adjacent over hypotenuse.
Because tangent is equal to sine over cosine.
See also
Computes the cosine of an angle expressed in radians.
Well let us start with the cosine.
Because the cosine was clearly a positive number.
And then we made this d is equal to cosine of x.
Find the cosine of the known angle.
Minus the sine of c times the cosine of a.
Sine and cosine are orthogonal functions because.
We want to find the cosine of our angle.
And a cosine theta is the same thing.
The cah tells us what to do with cosine.
Inverse discrete cosine transform calculation processor.
Cosine also supplies material upon request.
B depends on the cosine of the phase difference.
But the derivative of this is still going to be cosine x.
The cosine function satisfies the identity.
Actually let me write that as cosine of x squared.
Cosine equals adjacent over hypotenuse.
We can add the two cosine terms.
Cosine is equal to adjacent over hypotenuse.
We are taking the convolution of sine of t with cosine of t.
A weighting scheme with cosine function is used.
Because now we know that the cosine.
Cosine of x is equal to the adjacent over the hypotenuse.
The derivative of sine theta is cosine of theta.
Derivative of cosine t is negative sine of t times j.
And you take the derivative of cosine of s.
This means cosine of x to the fifth.
What remains to be explained is the cosine factor.
Which equals e to the x cosine of x plus e to the x sine of x.
This is a binary form of the cosine index.
The derivative of cosine of x is negative sine of x.
Namely that the derivative of sine is cosine.
And then cosine is equal to adjacent over hypotenuse.
Well let us just write the cosine x.
Degrees of cosine adjacent to opposing angle of.
