when calculus students use trig identities too early

#shorts #funny #sad #calculus #studentlife
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bprp #fast #funny #sad

[stellacollector]

That +C at the end is the icing on the cake.

[soyanshumohapatra]

How can something be *funny* and *sad* at the same time?

[abserk]

ah yes, the integral of the function is of course the integral of the function + C

[RogGrounds]

*I'm writing this with a heavy heart*
_You are now stuck in the never-ending loop called the _*_loop of Integration_*
_Which nobody can escape_

[parasb]

I feel the pain man i've literally been in this situation n number of times :(

[johm]

One must imagine a calculus student happy

[Pradnya_jadhav]

Someone said Shortcut leads to deep cuts :)

[korn]

Hmm, yes
1+1 is indeed equal to 1+1

[e-learningtutor]

Lol 😂😂
He was even thought not to forget +C at the ending..
And he did that..

[JimmyXOR]

We had integral of sin^2(x)+tan^2(x)+cos^2(x) dx on the test. After half an hour of pain I finally got the answer tan(x)+C. First then I saw the quick way to do it (sin^2(x)+cos^2(x)=1).

[EE-hoiz]

To lighten up the mood of this #sad tragedy, one can say that it is technically true by the reflexive property of equality.

I feel your pain Steve.

[skyfire]

As a math student, I cannot relate to this.
Edit: after reconsidering my life choices, I can now relate to this

[harshitarora]

From the third step integral sec x is ln|secx + tan x| and for integral of tan^2x sec x you can put tan x = t which will lead the answer as tan^3x/3 .
So the final ans would be tan^3x/3 + ln|secx +tanx| + *C*

[alberteinstein]

This integral is quite simple:

Integration by parts and then the classic move the integral to the other side then divide by 2 thingy

[anni]

Ok I'll remember this in my JEE advanced paper

[carlosisaacr]

Keep strong bro, keep it strong. #prayforTrrig

[theanist]

One step prior to the final step, we know that we are getting back to the same thing as in question but still write it expecting some miracle to happen.

[azizautop]

Look at the third letter of each reciprocal, ull get coSecant for sinus, seCant for cosinus and coTangent for tangent, easy.

[tambuwalmathsclass]

The pleasure you put in people's minds is what makes your community grow faster 🤣 💪

[two]

Ahh the class reversereverse trigonometric identity substitution