Integration question. The question is to find the integral of -cosec6xcis6x Plz help! I thought to first integrate -cosec6x Which is 1/sin (6x).....a little stuck
can you rewrite that properly
Integrate -cosec6xcot6x
@nincompoop can you plz help me in a ques?
\(\huge \int -csc (6x) cot(6x) dx \) like this?
Does cse mean cosec? If so then yes
Ok so rewrite it as -1/sin(6x) * cos(6x)/sin(6x) then you get -cos(6x)/sin^2(6x) Then find the derivative of sin(6x) then your finished and use the formula integ of u^ndu=u^n+1/n+1 +c
\(\huge -\frac{1}{sin} = -csc \)
\(\huge \frac{1}{tan} = cot \)
Does cse mean cosec? If so then yes
yes
u-sub
Look thats it
u = 6x du = 6 dx
Did you understand it?
v = sin(u) dv = cos(u) du
those are you keys
Your description and point is surely very feeble my friend so you're saying the Bible is demonic?
In asking you a question that relates to what you've said hence fabricator
you really need to read the whole thing before you ruin your mind with fallacy
No need since i spotted an error just from the very beginning which discourages me to continue this nonsense. Have a great day
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