Use the form of the definition of the integral given in Theorem 4, on page 380, to evaluate the integral. [Hint: Make use of the formulas for working with sigma notation on page 381. Follow what the author did on page 382 to get started.] 2. dx

Evaluate the integral sec(theta)/sec(theta)-tan(theta) d(theta) A. sec2(theta) - tan(theta) + CB. tan(theta) + sec(theta) + CC. tan2(theta) + sec(theta) + C D. tan (theta) - sec(theta) +C please let me know if you need a picture. I wish i was able to format the integral better here.  sec(x)/sec(x)-tan(x) dx (this is to help if you don't understand the theta input)

Evaluate the Integral, Can you show your work for this so I can understand how to do it. Thank you!!

The first short computation of the integral of secθ is due to Isaac Barrow. Adapt his computations to compute∫cscθdθ