Question
Mathematics Question on integral
Find the following integral: ∫secx(secx+tanx)dx
Answer
∫secx(secx+tanx)dx
= ∫(sec2x+secxtanx)dx
= ∫sec2xdx+∫secxtanxdx
= tanx+secx+C
Find the following integral: ∫secx(secx+tanx)dx
∫secx(secx+tanx)dx
= ∫(sec2x+secxtanx)dx
= ∫sec2xdx+∫secxtanxdx
= tanx+secx+C