Examples of using This integral in English and their translations into Polish
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Financial
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Official/political
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Programming
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Computer
What is this integral?
This integral would be easy.
Let's rewrite this integral.
Minus this integral evaluated at 0.
So what's the value of this integral?
That's this integral right there.
So let's see if we can simplify this integral a little bit.
This integral looks easier to solve than this integral. .
We want you to rewrite this integral when you switch the order.
So what we can now do is substitute these 2 things into this integral.
I wrote this integral a little bit too far to the left, it looks strange.
We don't even have to know calculus to know what this integral's going to evaluate to.
This integral engagement will broaden also the base for strategic thinking.
The greatness of Benedict XVI is also this integral vision of reason and heart.
Now this integral-- You say sine times cosine, what's the antiderivative of that?
So if we take from zero to infinity, what I'm saying is taking this integral is equivalent to taking this integral.
And so if we have this integral right here, what I do is I say, well I have cosine of x squared.
If we're taking the integral from 0 to infinity of this thing,we already said what does this integral look like or what does this function look like?
So I'm going to solve this integral for you intuitively, and I think it will make some sense.
This integral, this definite integral, is identical to that definite integral. .
And that Dr. Sullivan is this integral… I haven't worked here that long, Quinn, have a seat. Wow.
So this integral becomes, it equals, 4 times cosine squared of theta, but cosine squared of theta is this. .
And then if we can simplify this integral, so we don't have to evaluate it over, OVER this entire period over here.
So this integral, this value, as I have written it, will figure out the volume of a column given any x and y.
And while we know that the answer of this integral, this is equal to 1/4 u to the fourth, and then, of course, we should add the plus c.
This integral development of the human person promotes the greater productivity and efficiency of work, even though it may weaken consolidated power structures.
So we have this integral of u prime v is going to be equal to this, uv minus the integral of uv prime.
So if that is the case, that this integral is going to equal-- because we have the minus sign out front, this minus sign out front-- this integral is going to equal f of x times g of x where f of x is just 2x.
What does this double integral represent?
I'm saying the integral of this is equal to the integral of this right here.
