Examples of 'is equal to y' in a sentence

is equal to y - a mathematical expression indicating that two quantities are the same

But we already know that g is equal to y squared.

So x is equal to y to the third power.

We made the substitution that v is equal to y over x.

X is equal to y minus z.

And we just established that x is equal to y minus z.

So x is equal to y.

So that means that the image of f is equal to y.

A i which is equal to y hat.

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

You get dy / dx is equal to y times the natural.

But we are making this substitution that v is equal to y over x.

So we know v is equal to y over x, so let us do that.

And so we have the derivative of y with respect to x is equal to y.

That would be x is equal to y squared.

You could also say that your range of f is equal to y.

See also

is equal to the sum

is equal to x

is equal to zero

is equality

So I am going to assume that x is equal to y and I is not parallel to m.

This is equal to y dot y times t squared . t is just a scalar.

A times x minus v squared is equal to y minus b.

Is equal to y I exactly, let me write this better.

I am trying to get into a format x minus a squared is equal to y minus b.

Or if you have a parabola like, x is equal to y squared . That looks something like this.

That is, we are trying to determine if x is equal to y.

So then our y, y, is equal to y of a plus b minus t. a plus b minus is t.

I will have the slope times x minus a is equal to y minus b.

If x to the third is equal to y to the ninth, what is x in terms of y?

The equation f of x is equal to y.

You get dy / dx is equal to y times the natural log of x plus 1.

Such that f of x is equal to y.

Let us define a is equal to y squared and b is equal to x to the third, right?

Let us repeat the processing as long as x is equal to y plus z and that.

In the relation x is equal to y squared plus 3, can y be represented as a mathematical function of x?

Let us just assume that BE is equal to Y.

So I have x is equal to y squared plus 3.

Or if you have a parabola like, x is equal to y squared.

This is equal to y dot y times t squared . t is just a scalar . Minus -- and actually, this is 2.

We could even say that x as a function of y is equal to y squared plus 3.

H of x i . Is equal to y I exactly, let me write this better . Right?

And so if you multiply both sides by r, you get r sine theta is equal to y.

So plus y squared minus 2yb plus b squared is equal to y squared minus 2yk plus k squared.

We are concerned with the equation, I will write it in pink, f of x is equal to y.

X = y x is equal to y.

What was v? We made the substitution that v is equal to y over x.

Actually, let me just write the word out . Such that f of x is equal to y.

We get 1 plus 2y squared times dy dx is equal to y cosine of x.

I'm making up variables on the fly. A times x minus v squared is equal to y minus b.

Well, we already figured out x is equal to y plus 11.

The coordinate of that -- the sine of theta is equal to y.

That 's r squared is equal to x -- sorry, is equal to y plus x.

So let's do that. What was v? We made the substitution that v is equal to y over x.

So if you take this point -- this is x is equal to y is equal to 1.

Examples of using Equal

Equal remuneration for work of equal value

Everyone shall be equal before the law

Equal opportunities shall be provided for everybody

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