Examples of 'sine of theta' in a sentence

In trigonometry, the phrase 'sine of theta' refers to the ratio of the length of the side opposite an angle (theta) to the length of the hypotenuse in a right-angled triangle

So we know that m over b is equal to sine of theta.

So we see that sine of theta is equal to y.

I am going to multiply all of that times sine of theta.

Then sine of theta is equal to opposite over hypotenuse.

So this vertical component is equal to sine of theta.

And sine of theta for its vertical component.

So the opposite side is equal to sine of theta.

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

So its speed in the vertical direction is s sine of theta.

Sine of theta now is just y.

So this is equal to the sine of theta.

So our sine of theta is equal to b.

Let's do one revolution of sine of theta.

Sine of theta has no units so we can ignore it for this discussion.

So this is going to be equal to the sine of theta.

See also

sine function

sine lege

sine of x

sine qua non

You can see two sine of theta is equal to four over s.

Let us say you wanted to find the sine of theta.

And so the graph of sine of theta is going to look something like this.

Now we are going to graph sine of theta.

Times sine of theta.

So we know that these points are on the graph of sine of theta.

It is s sine of theta.

So now I think we are ready to figure out what the sine of theta is.

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

Cross product sine of theta.

So it 's b sine of theta squared plus e squared.

So y is equal to r sine of theta.

So now sine of theta is equal to negative 1.

So this is going to be r sine of theta.

If we said what is sine of theta when theta is equal to pi over 2.

We want to know what 's the sine of theta.

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

When theta is equal to pi, sine of theta is zero.

Sine of theta equals that, and everything simplifies a good bit.

That is going to be equal to this sine of theta 2.

So a sine theta is a, and sine of theta is opposite over hypotenuse.

The difference was, this was a a sine of theta.

I have sine squared, sine of theta time sine of theta over cosine squared.

And that 's why we have the sine of theta.

What is that sine of theta all about?

So it's just going to be a negative sine of theta.

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

Let us put in values of theta, and let us figure out what sine of theta is.

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

Sin is a short form . Let us say you wanted to find the sine of theta.

So why is that sine of theta there?

And then I have a minus 1 and I have a minus sine of theta.

Sine of theta is equal to y / r, so let us substitute that there.

So the time is going to be 2 s sine of theta over g.

And what 's sine of theta divided by cosine of theta?

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 Sine

A modified sine wave is generated by this conversion

Principle of legality nullum crimen sine lege

Elections are the sine qua non of democracy

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