Just bombed this problem on a quiz... Great explanation! jonathanwever
Just bombed this problem on a quiz... Great explanation!
What is your explain for: -1/2(Cotx)^2–In(sinx)+C = -1/2(Cscx)^2+In(Cscx)+C acmontolivo
What is your explain for: -1/2(Cotx)^2–In(sinx)+C = -1/2(Cscx)^2+In(Cscx)+C
When i used u=csc(x) i get the wrong integral for some reason. republicofvegans
When i used u=csc(x) i get the wrong integral for some reason.
Some people find [ - (csc² x )/ 2 - ln|sin x| + C ] as result while others find [ - (cot² x)/ 2 - ln|sin x| + C ]. Which one is correct, man? blackcitadel
Some people find [ - (csc² x )/ 2 - ln|sin x| + C ] as result while others find [ - (cot² x)/ 2 - ln|sin x| + C ]. Which one is correct, man?
So just a thought. Maybe work on finding a general solution for powers of trig functions like the integral of (sin(x))^n equals such and such Econcrafter
So just a thought. Maybe work on finding a general solution for powers of trig functions like the integral of (sin(x))^n equals such and such
could we have expressed cot^3(x) as cos^3(x)/sin^3(x) and used u substitution if we did not know the integral of cot(x)? Nithesh
could we have expressed cot^3(x) as cos^3(x)/sin^3(x) and used u substitution if we did not know the integral of cot(x)?
wowww 💙💙💙 can I borrow ur brain tom I have quiz on cal lmao tennymalubs
wowww 💙💙💙 can I borrow ur brain tom I have quiz on cal lmao
