2009-09-29, 02:56 PM
What's wrong with this proof?
integral tan(x) dx = integral sin(x) / cos (x) dx = integral sin(x) sec(x) = -cos(x) sec(x) - integral -cos(x) sec(x) tan(x) dx = -1 + integral tan(x) dx
integral tan(x) dx = -1 + integral tan(x) dx
0 = -1
integral tan(x) dx = integral sin(x) / cos (x) dx = integral sin(x) sec(x) = -cos(x) sec(x) - integral -cos(x) sec(x) tan(x) dx = -1 + integral tan(x) dx
integral tan(x) dx = -1 + integral tan(x) dx
0 = -1

