MATH 101 FINAL EXAM
∫x^n*dx → n ≠1 - correct answer-(1/x)*x^(n+1)+ c
csc(x) - correct answer-1/sin(x)
csc^2(x) - correct answer-1+cot^2(x)
∫1/(x)dx - correct answer-ln([x])+c
∫e^xdx - correct answer-e^x+c
∫b^xdx - correct answer-b^x/ln(b) + c
∫udv - correct answer-u*v-∫vdu
∫sin(x)dx - correct answer--cos(x)+c
∫cos(x)dx - correct answer-sin(x)+c
1-2sin^2(x) - correct answer-cos(2x)
∫cot(x)dx - correct answer-ln(sec(x)+tan(x))+c
∫tan(x)dx - correct answer-ln(sex(x))+c
∫csc(x)cot(x)dx - correct answer--csc(x)+c
∫sec(x)tan(x)dx - correct answer-sec(x)+c
2sin(x)cos(x) - correct answer-Sin(2x)
cot(x) - correct answer-cos(x)/sin(x)
sec(x) - correct answer-1+cos(x)
∫sec^2(x)dx - correct answer-tan(x)+c
∫csc^2(x)dx - correct answer--cot+c
sin^2(x) - correct answer-1-cos^2(x)
sec^2(x) - correct answer-1+tan^2(x)
∫x^n*dx → n ≠1 - correct answer-(1/x)*x^(n+1)+ c
csc(x) - correct answer-1/sin(x)
csc^2(x) - correct answer-1+cot^2(x)
∫1/(x)dx - correct answer-ln([x])+c
∫e^xdx - correct answer-e^x+c
∫b^xdx - correct answer-b^x/ln(b) + c
∫udv - correct answer-u*v-∫vdu
∫sin(x)dx - correct answer--cos(x)+c
∫cos(x)dx - correct answer-sin(x)+c
1-2sin^2(x) - correct answer-cos(2x)
∫cot(x)dx - correct answer-ln(sec(x)+tan(x))+c
∫tan(x)dx - correct answer-ln(sex(x))+c
∫csc(x)cot(x)dx - correct answer--csc(x)+c
∫sec(x)tan(x)dx - correct answer-sec(x)+c
2sin(x)cos(x) - correct answer-Sin(2x)
cot(x) - correct answer-cos(x)/sin(x)
sec(x) - correct answer-1+cos(x)
∫sec^2(x)dx - correct answer-tan(x)+c
∫csc^2(x)dx - correct answer--cot+c
sin^2(x) - correct answer-1-cos^2(x)
sec^2(x) - correct answer-1+tan^2(x)
