Integral of Cosec(x)/Sec(x) (i.e. Use of trignometric identities)

∫  Cosec (x)/Sec (x) dx∫  [1/Sin (x)]/ [1/Cos (x)] dx∫  [1/Sin (x)] * [Cos (x)] dx∫  Cot (x)= ln [Sin (x)] + c

SM

Related Maths A Level answers

All answers ▸

Take the 2nd derivative of 2e^(2x) with respect to x.


A triangle has sides A, B and C. The side BC has length 20cm, the angle ABC is 50 deg and angle BAC is 68 deg. a) Show that the length of AC is 16.5cm, correct to three significant figures. b) The midpoint of BC is M, hence find the length of AM


How would you solve (2x+16)/(x+6)(x+7) in partial fractions?


Find the intergal of 2x^5 -1/(4x^3) -5 giving each term in its simplest form.