Bylge
Cot x'in integrali, ln |sin x|'tir.
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∫cot x dx=ln ∣sin x∣+c
cot x=sin xcos x
∫cot x dx=∫sin xcos x dx
sin x=u
d (sin x)=du
(sin x)′ dx=du
(sin x)′=cos x
cos x dx=du
∫cot x dx=∫udu
∫xdx=ln ∣x∣+c
∫cot x dx=ln ∣u∣+c
Published Date:
July 20, 2022
Updated Date:
October 20, 2024