(6)cos xdx=sinx+C (7)J∫sinxdx=-cosx+C 肉,a2=tm-C 9∫,ja-am+c (10) secxtan xdx secx+C (11) csc x cot xdx=-cscx+C (12) ∫e'dr=e'+C= x x 2 cos d (8) = sec xdx 2 tan x +C = (7) sin xdx − cos x +C = x x 2 sin d (9) = csc xdx 2 − cot x +C = (6) cos xdx sin x +C = (10) sec x tan xdx sec x +C = (11) csc x cot xdx − csc x +C = e x x (12) d e C x +