Examples of using This integral in English and their translations into Swedish
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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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Official/political
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Computer
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Programming
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Political
This integral would be easy.
We know how to do this integral.
This integral is the same thing.
We actually never even have to evaluate this integral.
We said, this integral is just the original problem again.
People also translate
And now we just have to evaluate this integral right over here.
This integral looks easier to solve than this integral. .
So what we can now do is substitute these 2 things into this integral.
This integral engagement will broaden also the base for strategic thinking.
All I have to do now to solve this integral is divide both sides by 2
This integral depends on the rotational trajectory φ(t), and is therefore path-dependent.
Our ongoing development of scientific testing methods further supports this integral understanding of quality.
So now this integral becomes-- and the denominator, instead of cosine of x squared, u is cosine of x.
we are happy to bring this integral educational experience to Lithuania.
This integral stop removes added stress on the trigger bar that is present with other over travel stop methods.
So before we even try to attempt to evaluate this integral, let's see if we can at least visualize this function f(x)
So this integral becomes, it equals,
And then if we can simplify this integral, so we don't have to evaluate it over,
It is this integral salvation that Lent puts before us, pointing towards the victory of Christ over every evil that oppresses us.
And while we know that the answer of this integral, this is equal to 1/4 u to the fourth,
So if that is the case, that this integral is going to equal-- because we have the minus sign out front,
the authors of the constitution have cut this integral Communist principle in two halves, postponed the secondthis falsification erected the structure of their constitution!">
And so if we have this integral right here,
So if we rewrite this top integral, this is just equal to, I won't switch this time.
We could have rewritten this top integral, we could have rewritten it like this. .
And you could also do this by integral, it's called integration by substitution.
I'm saying the integral of this is equal to the integral of this right here.
Where I left off, we were just essentially chugging through this fairly hairy derivative-- this definite integral-- this antiderivative.