Examples of 'is equal to b' in a sentence

Meaning of "is equal to b"

'Is equal to b' is a mathematical concept often used to show equivalence between two different mathematical expressions or values

How to use "is equal to b" in a sentence

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is equal to b
We know that log of a to the b is equal to b log of a.
Is equal to b over the magnitude.
So we know that s of b is the unique solution to f of x is equal to b.
Carton is equal to b boxes.
The total number of branches in a network is equal to b.
So a plus b is equal to b plus a.
So we can say that the logarithm base a of c is equal to b.
This is t is equal to b.
Then we know the vertex happens when x is equal to b.
It is equal to b over a.
Then we can do the exact same thing when t is equal to b.
Is equal to b.
Or the focal length squared minus a squared is equal to b squared.
The Arch index is equal to B divided by the área of the foot body.
I want to know is there a unique solution to the equation f of x is equal to b.

See also

This height is equal to b.
This is equal to b squared over 4a squared.
So our sine of theta is equal to b.
The integral from u is equal to b to u is equal to a of f of x of u y of u, right?
So then you get b squared over a squared x squared is equal to b squared.
The distance between points B and C is equal to b which is a constant and predetermined value.
And let us say that this line right here is x is equal to b.
Let us do several more . a plus b is equal to b plus a represents which of the following properties?
Let us remember our original equation was Ax is equal to b.
Multiply both sides by b squared . y squared is equal to b squared over a squared x squared plus b squared.
Let us say that x is any solution to Ax is equal to b.
So then, u is equal to b.
This is a logarithmic way of writing this truth … is equal to b.
A times r0 is equal to b.
The line will intercept the y-axis at the point y is equal to b.
The determined fixed length is equal to B bits, B being an integer number ;.
Let us say, x is equal to a and x is equal to b.
The predetermined fixed length is equal to B bits, B being an integer number ;.
Although a and b may have different values, in a particular embodiment a is equal to b.
I say that c is equal to b.
Now let us write this entire thing as a logarithm . a to this thing is equal to b.
Next assume that the scale factor B is equal to b times a . ( b a variable ).
The angle made by the opposed non-parallel straight lines of the rectangle is equal to B.
That 's where t is equal to b.
If we use sine -- opposite over hypotenuse sine of the argument is equal to b over r.
So you have y1 is equal to b plus k over 2.
So that means a to c-th power is equal to b.
Add 6 to both sides, you get 2 is equal to b or b is equal to 2.
Either a Bessel filter whose cut off frequency at 3 dB is equal to B.
For example, if a is equal to b.
Then from this right hand triangle, I get c minus x squared plus h squared is equal to b squared.
So you add 2cx to this, you get 0 is equal to b squared plus 2cx.
More specifically, the maximum width of the first passage 852 is equal to b.
And this would be 0 if t is equal to b.
If I just gave you an algebra equation, ax is equal to b.

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