Examples of 'is equal to x' in a sentence

is equal to x ~ signifies that a particular value or quantity is the same as 'x'

So x squared over y squared is equal to x over y squared.

Is equal to x of t times the unit vector in the x direction.

We could also write it as y squared is equal to x squared.

The equation is z is equal to x squared plus xy plus y squared.

So this curve right there is y is equal to x squared.

This is equal to x to the third.

And let me say that b is equal to x over y.

Is equal to x to the power abc.

You have dealt with f of x is equal to x squared.

This is equal to x dot x.

So let us first just graph y is equal to x squared.

So this is equal to x squared.

We know that the corresponding angle is equal to x.

So then we get this is equal to x times x plus x times y.

So we can rewrite this as a to the y power is equal to x.

See also

is equal to the number

is equal to the sum

is equal to y

is equal to zero

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

Is a smooth function of compact support which is equal to x.

And you get y is equal to x times the natural.

So we are going to stick with f of x is equal to x squared.

This is y is equal to x squared.

A bit of a classic implicit differentiation problem is the problem y is equal to x to the x.

So making it y minus k is equal to x squared shifted it up by k.

Let us think about what the curve of y minus k is equal to x squared.

Because y is equal to x squared.

I have been asked implicitly differentiate the equation tangent of x over y is equal to x plus y.

You would have w is equal to x minus v.

Multiply both sides by B and you get B sine of alpha is equal to x.

So this is for y is equal to x squared.

This is equal to x squared minus 2 times xy plus y squared.

We just evaluated when x is equal to x plus h.

And you get y is equal to x times the natural log of x plus c.

This is the curve of f of x is equal to x squared.

Or y is equal to x squared.

Because the function is f of x is equal to x squared.

Let me write b is equal to x times y to the minus 1.

Now let me draw the function y is equal to x squared.

If f of x is equal to x to the fifth, then the derivative is.

So our upper bound is y is equal to x squared.

So its volume is equal to x times x times x, or x to the third.

See how it relates to y is equal to x squared.

Is equal to x times x, is equal to x squared.

Our function is f of x is equal to x squared.

This curve is y is equal to x squared, or x is equal to the square root of y.

Along the line y is equal to x.

So a squared is equal to x squared minus 2xf plus f squared plus y squared.

The cosine of theta is equal to x.

Let us say that f of x is equal to x to the absolute value of x to the fifth.

And the curve that specifies the inside would be y is equal to x squared.

So let us say that f of x y is equal to x squared plus x times y plus y squared.

So let us just say Naz today that is equal to x.

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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