Примери за използване на The x's на Английски и техните преводи на Български
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Computer
Lucky for us, the x's cancel out.
But I'm going to choose to eliminate the x's first.
Minus m times the mean of the x's.
Well, the x's will just cancel out.
Хората също превеждат
Remember, my point is I want to eliminate the x's.
These are the x's that satisfy this equation.
We have essentially just swapped the x's and the y's.
But when we swap the x's and y's, this is going to be our domain.
And then, all of that over the mean of the x's.
All the x's must be bunched together, and the same for the y's.
And once again, it makes complete sense because we have swapped the x's and the y's.
Now, we want to isolate the x's on the same side of the equation.
Then add in a new line zerogs=xxxxxxxx where the x's are the id.
You literally just average the x's and average the y's, or find their means.
If you shift this graph to the right by five, you replace all of the x's with x minus 5.
All of that over the mean of the x squareds minus the mean of the x's squared.
So our slope, our optimal slope for our regression line,the mean of the x's is going to be 7/3.
So all I can do is really,add the X's(and then I get the 5x) And then I would separately add the Y's.
We get b is equal to the mean of the y's minus m times the mean of the x's.
To simplify it, we can multiply both the numerator andthe denominator by the mean of the x's.
A new mathematical language was coming to life, which would ultimately lead to the x's and y's which fill today's mathematical journals.
Is equal to the mean of the y's minusthe mean of the xy's over the mean of the x's.
And if we want to know the x's and y's that satisfy both of these, it's going to be the intersection of those lines.
So once again, we just have to algebraically manipulate it so that the x's and the y's are both on this side of the equation.
You find the mean of the x's, the mean of the y's,the mean of the xy's, the mean of the x's squared.
And so we get m is equal to the mean of the y's minusthe mean of the xy's over the mean of the x's over this.
We get m times the mean of the x's minus the mean of the x squareds over the mean of x. .
For example, we could pair the first two, we could pair the last two, andthat's all we would need to have to eliminate the x's and still have two equations that have all of the information of these three equations.