Examples of 'cosine of theta' in a sentence

Cosine of theta is a mathematical function used in trigonometry to calculate the ratio of the adjacent side to the hypotenuse in a right-angled triangle, given the angle theta

Cosine of theta is equal to adjacent over hypotenuse.

Cosine of minus theta is equal to cosine of theta.

So we say cosine of theta is equal to x over the hypotenuse.

The derivative of sine theta is cosine of theta.

Of cosine of theta with respect to theta.

So this is the graph of y is equal to cosine of theta.

So this is just cosine of theta squared.

So cosine of theta is equal to this little adjacent side.

Let us think about what the cosine of theta is.

The cosine of theta is equal to x.

So we are ready to figure out what cosine of theta equals.

So cosine of theta is equal to the adjacent over the hypotenuse.

Let us do the same thing for cosine of theta.

So the derivative of cosine of theta is negative sine of theta.

We know that that is going to be s cosine of theta.

See also

cosine

cosine function

cosine of x

cosine squared

So cosine of theta is equal to x.

So this opposite side is equal to the cosine of theta.

Times the cosine of theta.

You could say this is the magnitude of a times b cosine of theta.

And you get s cosine of theta is equal to the horizontal component.

Lengths of each of those times the cosine of theta.

Times a cosine of theta.

But the distance from the vertex to the green is cosine of theta.

That is s cosine of theta.

So the magnitude of that vector right there is the magnitude of b cosine of theta.

Which is cosine of theta.

Cosine of theta equals x, sine of theta equals y.

This going to be equal to cosine of theta.

And that tells us that cosine of theta is equal to adjacent over hypotenuse.

Cosine of theta is equal to the x-coordinate of this point.

So our rate is s cosine of theta.

Cosine of theta is the x value, sine of theta is the y value.

So first let us do cosine of theta.

Now, the cosine of theta is the x coordinate of the point of.

So y equals cosine of theta.

We just solved for d, so side e is equal to c minus b cosine of theta.

And in that range, cosine of theta is always going to be positive.

So its new y-coordinate going to be cosine of theta.

And then the cosine of theta, well the cosine of theta is x.

And the secant of theta is just 1 over cosine of theta.

And the cosine of theta is the x-value.

And we already know that this x-value is the cosine of theta.

So 2s squared over g times cosine of theta times sine of theta.

Its horizontal component, or its horizontal coordinate is equal to cosine of theta.

And this is the same thing as cosine of theta is equal to x / r.

We are just left with a b squared plus c squared minus 2bc cosine of theta.

So dx is equal to 2 cosine of theta d theta.

That 's interesting because that 's also equal to sine of theta over cosine of theta.

We know that cosine of theta is equal to d over b, right?

Well that 's the same thing as sine of theta over cosine of theta squared.

Examples of using Theta

Your theta waves are off the chart

T c sub one over theta times p sub e

The theta dampening field is still active

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Examples of using 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

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Sentences in English

cosine of theta