- I e
^{x}cos(x) dx - I sin
^{2}(x) dx - I dx/(1+2x)
^{2} - I tan(x) dx
- I sin(2x)/(4+cos(2x)) dx
- I xsec
^{2}x dx - I x
^{2}p(x-2) dx = I x^{2}(x-2)^{1/2}dx - I tan(arcsin(x))/ (p(1-x
^{2})) dx = I tan(arcsin(x))/ ( (1-x^{2})^{1/2}) dx _{0}I^{4}xe^{2x}dx_{2}I^{6 }x^{2}p(2x^{3}-4) dx =_{2}I^{6 }x^{2}(2x^{3}-4)^{1/2}dx- I ln(x)/ x
^{3/2}dx _{1}I^{3}4/(px(1+px)) dx =_{1}I^{3}4/(x^{1/2}(1+x^{1/2})) dx- I arctan(x) dx
- I ln(1+x
^{2}) dx

**Integrals to Practice, from 3/1/00**

If you get totally stuck, the answers (as opposed to the solutions) may give you a clue.