Practice problem
Integrate ∫(sect)(sect+tant) dt\int (\sec t )(\sec t + \tan t) \, dt∫(sect)(sect+tant)dt.
(Omit the constant of integration in your answer.)
sec(t)+cot(t)\sec(t)+\cot(t)sec(t)+cot(t)
sin(t)+tan(t)\sin(t)+\tan(t)sin(t)+tan(t)
sec(t)+tan(t)\sec(t)+\tan(t)sec(t)+tan(t)
sin(t)+cos(t)\sin(t)+\cos(t)sin(t)+cos(t)
csc(t)+cos(t)\csc(t)+\cos(t)csc(t)+cos(t)
Type a concept, like “slope” or “photosynthesis”.