Exemplos de uso de Just the square root em Inglês e suas traduções para o Português
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Was just the square root of 16.
And their objective function is just the square root.
One is just the square root of the other.
That's just the square root of p, which is .9 times 1-p, which is .1, times N which is 400.
And that is equal to just the square root of all that.
So this is just the square root of C. Times the square root of 40 minus C. I can bring everything under the square root sum.
And, standard deviation is just the square root of variance.
So that's just the square root of 10 like that.
For instance, the geometric mean of two numbers, say 2 and 8,is just the square root of their product; that is formula_3.
And, of course, not just the square root of 3, you also have the square root of a there.
All we have to do, is take a diagonal matrix that has the standard deviations,so that's just the square root, of, the, diagonal entries of the variance-covariance matrix.
And if we want to take it to the next level and figure out the standard deviation,the standard deviation is just the square root of the variance, which is equal to the square root of p times 1 minus p.
We start from an existing technology where it's just the square root of labor times the square root of machines.
Or if you want to think about the variance of this distribution is 0.24 and the standard deviation of this distribution,which is just the square root of this, the standard deviation of this distribution is going to be the square root of 0.24, and let's calculate what that is.
You just take the square root of it.
Just take the square root of both sides.
I just took the square root of both sides of this equation.
I'm just taking the square root of 9t squared.
And if I want to figure out my sample standard deviation I just take the square root of that.
Over, the square root of N. So that's just taking the square root of that formula.
Now, to solve for x,you might be tempted to just take the square root of both sides here.
And if you wanted the standard deviation of this distribution right here, you just take the square root of both sides.
Because if we started with this,we could easily just take the square root of this and take it outside.