MAT186H1 Chapter Antiderivatives: MAT186H1 Chapter : Antiderivatives

30. cosx(tanx+5) dr 32. J(r +l) da 34, 1(2x+2)' dr 29, jsinx(scr + cot x) dr 33. J(2x+1) de In Exercises 35-66, evaluate the given definite integral 36. (4r-6r+x+1) de 37. j(T+2)d 39·Tecos x + 4 sin x) dr 41. J(r+2 cosh x) de rh 40,丁(4cos x +1 0sinx) dr 42. J(r +sinh x) de 44. J (sec rtanx) de 46. [(Se' +4) de x/4 寘/4

3. LetF(x,y)=eT+(xe" +y). Find the potential function ofF. 4. Determine if the following vector field is conservative. F(x, y, z)= (2xy+2)i + x"j + (2x2+πcos k 5. Let C be the curve represented by r()j. for ostsl. Find (x-2))d