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Показувати елементи керування програвачем
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an interesting integral
Substitution method?
Yes
Can't we just put ln(cosx)=u and do it...?
@@Qartikyadav yes, if follow ups are right and solve the problem
U forgot simplest method to solve this i.e. by parts
Easiest way is to rewrite ln(cos(x)) as -ln(sec(x))Then we can use ∫f(x)f'(x)dx = (f(x))²/2 + C
an interesting integral
Substitution method?
Yes
Can't we just put ln(cosx)=u and do it...?
@@Qartikyadav yes, if follow ups are right and solve the problem
U forgot simplest method to solve this i.e. by parts
Easiest way is to rewrite ln(cos(x)) as -ln(sec(x))
Then we can use ∫f(x)f'(x)dx = (f(x))²/2 + C