Examples of using Evaluate it in English and their translations into Thai
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So let's evaluate it at r.
And so let's evaluate it at 2.
You evaluate it at plus 5, which is right here.
Well, if it's strategic, we can't evaluate it without the Americans.
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Now we evaluate it from 0 the pi over 2.
Success can only be achieved on a long term basis, if you can evaluate it!
And you evaluate it from 0 to 3.
This thing is going to be equal to the integral from 0 to 1 and then we evaluate it first at 2x.
So when you evaluate it at k, it's e to the 4k.
So the antiderivative is cosine of x to the third over 3, and I evaluate it at pi and pi over 2.
Once again, if we just evaluate it, let's see what happens when x equals 1.
Plus 3 is 11, and then this is going to be equal to-- well,4 times 11 is just 44, so you can evaluate it that way.
And then we have to evaluate it at 1 and then subtract it and evaluate it at 0.
Just choose some aspect of your personality that you are proud of, and evaluate it every day throughout the week.
And then you evaluate it at 1 standard deviation below the mean which is minus 15.
Actually that might be even simpler because when you evaluate it from 1 to 0 it simplify things a little bit.
After receiving your project, our experienced and professional team will start to study and evaluate it.
Now we're going to have to evaluate it at minus 1 and subtract from that, it evaluated at 0.
And even though this might not look like a constant we are assuming that given the function we can evaluate it at zero and that will just give us the number.
So its going to be f'(0). So if you evaluate it at zero so p' of zero or the derivative of our polynomial evaluated at zero.
So we don't like getting 0, 0, 0, so is there any way we can simplify this expression to maybe get it to an expression that, when we evaluate it at x equals 3, we actually get something that makes sense?
And then when you evaluate it at minus 15 down here, it tells you the probability that you're back here.
We take its antiderivative, we're left just with f, and we have to evaluate it from t is equal to a to t is equal to b.
And then we can evaluate it inside of a double integral and we will have solved or we would have computed an actual surface integral-- something you see very few times in your education career.
And we evaluate this at ten, and we evaluate it at 0, and then we subtract the difference.
Acquaintance with this camera happened on a hike, the camera was not mine(I had to leave my favorite Nikon D3100 at home), but I managed to get to know her and evaluate it during the photography p….
And the denominator is going to be, if you evaluate it at 1, this is 1/1, which is 1, plus negative 1 to the negative 2.
You have this constant term, if you evaluate it at 0, this x and this x^2 are both going to be 0, so those terms are going to go away.
We just have to find the potential function and evaluate it at the 2 end points to get the answer of our integral, of our line integral, minus 2/3.