Examples of using Divide everything in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
Let's divide everything by 5.
So the processor would freak out and divide everything by zero.
So let's divide everything by 1 over 2 b minus k.
And so we're going to divide everything by h.
If you divide everything by negative 2, what do we get?
So to get the 1 on the right-hand side let's divide everything by 36.
Secondo, we divide everything equally.
The natural log of-- the inside here I will just divide everything by x.
So let's divide everything, or let's factor out a negative 2.
That was the y-coordinate of our focus-- is equal to, divide everything by 2, is equal to 1 over 4A plus y1.
Let's just divide everything, or I shouldn't say change x, per change in t.
So if you divide both sides of the equation by 9, if you divide everything by 9, it becomes-- actually, well.
So if you divide everything by 5, you get x squared minus 3x minus 4/5 is equal to 0.
But we know this formula just comes out-- that attempt to put it into reduced row echelon form, and in that last step we just had to essentially divide everything by these terms.
I didn't divide everything by 30, just so the matrix multiplication's a little easier.
Then, just to simplify this on the right hand side, we could divide both sides of the equation by 3-- we can divide everything by 3-- and we're left with 0 is equal to x squared plus x minus 2.
So you divide everything by a, you get x squared plus b over ax, plus c over a, is equal to 0 over a, which is still just 0.
So the first I want to do is divide everything by a, so I just have a 1 out here as a coefficient.
Divide everything by 6. y is equal to x plus 1, so its y intercept will be-- We said this was 3 and 1/2, so maybe if this is 1.
Limit as h approaches 0 of divide everything by h, and you get 2x plus h squared divided by h is h.
If we divide everything times-- let's divide everything by 1 over 2 b minus k because I just want a y here, so I have some coefficient in front of the y.
Is divisible by 2, and so 6, but 5 isn't, so we can't divide everything by 2, and then, there's x squared x to the fourth, but 5 has no x term on it, so we can't divide everything by x or a power of x.
I can just divide everything by 1/2, so this is minus 1 over 4 x0, I just divided this by 2, plus or minus 1/2, that's just this 1/2 right there, times the square root, let me see what.
So we divide everything by -4. and the left-hand side, we just have a y is equal to(a -2 divided by -4 is 1/2) so y is equal to 1/2x(and then 8 divided by -4 is -2) so we could write plus -2 or we could just write minus 2.
If you divide everything by 36, this term becomes x plus 3 squared over see 9 over 36 is the same thing as 1 over 4, and then you have plus y minus 1 squared 4 over 36 is the same thing as 1 over 9 and all of that is equal to 1.
And now we're dividing everything by r factorial.
