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guess I should study now..

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guess I should study now..
>>
>AmeriKRUNDES
>>
still haven't studied

starting now for sure
for SURE
>>
>>75897757
damn it. I mean NOW, NOW is the time I will finally start
>>
>>75897757
>>75899279
I started approximately when you made this post, and I almost finished my assignment for tomorrow. Feels good.
>>
>>75899386
I'll kill you I swear
>>
>>75899547
Don't you dare.
I'll cut your coc-oh wait.....
>>
>>75894526
Fuck that. I'm just going to let my OCD guide me and do stuff.
>>
What are you even studying
>>
>>75899669
oh I mean adhd and other stuff
>>
>>75899682
Calc 2 and it's very hard for me and I'm mostly procrastinating because I'm scared of it
>>
>>75899788
I've done calc 2 AMA
>>
>>75899864
https://www.math.ucdavis.edu/~kouba/CalcTwoDIRECTORY/trigintdirectory/TrigInt.html

should I just memorize the 10 integrals listed on this page or am I not "supposed" to, should I actually solve them instead when they come up
>>
>>75899953
The trigonometric ones?
Just remember cosx and sinx, everything else just derive from those two
>>
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>>75894526
thanks for reminding that
i got a TOEIC test 2 months later
>>
>>75900286
Wow, it's true. Jews really are smart.
>>
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>>75894526
>>75897757
>>75899279
i think you need some sleep
Here, let me HELP YOU
>>
>>75900373
Only ashkenazi jews are
Mizrahim are scum
[spoiler]I'm both[/spoiler]
>>
>>75900286
what about this shit about separating a trig function raised to a power and using u substitution and why somehow that doesn't work if it's not raised to an odd power

I don't have the intuition for u substitution either
>>
>>75899386
>my assignment for tomorrow
but tomorrow is Sunday?
>>
>>75900505
I think you're referring to utilizing the identity sin^2(x) + cos^2(x) = 1
certain powers will kind of mess up your integral and have you keep going in circles this way, so you would have to use a different method.
It's been a while, so I don't exactly remember which technique works for which case, but I might be able to help with specific examples
If you want to really understand it, you just have to play around with trigonometric integral and see for yourself why some methods don't work, while others do

It seems complicated at first, but once you understand it, it's really not that hard and it's about as complicated as calc 2 integrals get
>>
>>75900464
Where are Mizrahim from? Are they the darker skinned ones?
>>
>>75900557
Look at my flag, Stas
In Jewland we don't believe Sunday is a holiday
>>
>>75900557
>>75900765
One of my classes right now is 100% online and all of the tests and homework due dates are on Sundays. I think the idea is that it's the day that people are least likely to have to be at work.
>>
>>75900728
Mizrahim are Jews from Arab countries like Yemen, Morocco, Tunisia etc
They are usually very degenerate
>>
>>75900726
integral((sinx)^7 * (cosx)^5 dx)

for this I used u substitution with u=sinx and du=cosx dx

= integral(u^7 * (cosx)^5 dx)
= integral(u^7 * (1-u^2)^2 * cosx dx)
= integral(u^7 * (1-u^2)(1-u^2) du)
= integral(u^7 * (1-2u^2 + u^4) du)
= integral(u^7 - 2u^9 + u du)
= (u^8)/8 - (u^10)/5 + (u^12)/12

and then replace the u and I'm pretty sure it's right.

but my question here is on the 3rd line I can just foil out (1-u^2)^2. that's fine but what if I have something that isn't just squared but like to the fifth or hundredth or some shit, how do I even solve that? this isn't even trig related I guess
>>
>>75900878
Degenerate in what way?
>>
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>ameridumbs
>>
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>>75901419
>tfw they are talking a language that no others can understand
>>
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>>75902497
>
>>
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>>75894526

Do it tomorrow, with extra hours :^)
>>
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>>75902556
>generalizing
but truth to be said, I was the best in class
>>
>>75902601
that's literally what I said yesterday :^))))))
>>
>>75902618
Good for you Joao

Come back to work in mother Hispania
>>
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>>75902649

Tomorrow it will be for real (^:
>>
>>75901419
You might have to play around for a bit, probably use a different method altogether.
Not all integrals are analytically solvable.

They don't usually let you solve integrals that are so far fetched, they give you something solvable
>>
>>75904166
Let me rephrase that last bit
You can always come up with integrals that are unsolvable, the ones you get can always be simplified with one of the methods you learned in class.
Just go through all of the methods and you'll be good to go, don't overthink.
>>
>>75901669
They commit most of the crimes, mostly uneducated, and come from primitive uneducated families.

That's the stereotype anyway. At this point most of us are mixed, but there are still quite a bit of these people, you can think of them as a sort of rednecks. Very right-winged closed minded sort of people, who make up 90% of school bullies.
Thread posts: 38
Thread images: 9


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