Examples of 'take the square' in a sentence
Meaning of "take the square"
take the square: To occupy or protest in a public place, typically a square, as a form of political demonstration or expression of dissent
How to use "take the square" in a sentence
Basic
Advanced
take the square
We can take the square root of this.
Average it and then take the square root.
You take the square root of that.
And now we want to take the square root.
And take the square root of that.
Suppose that you want to take the square root of a number.
Take the square root of the sum.
And we are going to take the square root of that.
Take the square root of the resulting figure.
We could take the square root.
Take the square of that.
And we could take the square root of this.
Take the square root to get volatility as standard deviation.
What we need to do is to take the square root of both sides.
Now take the square root of your answer.
See also
And then we are going to have to take the square root of that whole thing.
Just take the square root of both sides.
Now you might be tempted to just take the square root of both sides.
Now take the square root.
Then you add it to the other number and take the square root.
You just take the square root of it.
All right, so all we have to do is take the square root.
Then take the square root of this number.
To complete the calculation, take the square of each difference.
So if we take the square root of both sides of this equation.
The same with y, and we take the square root.
You will take the square of that distance.
If we go to the standard deviation, we take the square root of this.
We just take the square roots of each of these numbers.
To go back from this equation to that equation, we take the square root.
And we are going to take the square root of cosine squared of theta.
And that 's a good starting point if we are going to take the square root of anything.
And then take the square and then sum.
And now to solve here, you might want to take the square root.
Now we just take the square root of both sides.
For the sake of this problem, let us just take the square root of this.
We can just take the square root of both sides of this.
In these, I omit the constant factor and do not take the square of the amplitude.
So let us take the square root of both sides of this equation.
Factor both sides of the equation . Take the square root of both sides.
You take the square root of that and so this is going to dominate.
Remember you have to take the square root of both of those.
Take the square root of the variance to get the standard deviation.
And maybe we want to take the square root of both sides.
Take the square root of that answer to get your portfolio standard deviation.
Then we will also take the square root of both sides.
Take the square root of z, and call the result c.
And then we will take the square root of both sides.
Take the square root of the result from Step 3.
You are just going to take the square root of this term right here.
