Hi,
I have a function
f(x) = \frac{\cos(x^2)+x}{x^2+2},\quad x\in[0,3]
I have to find the extreme values of the function in in the range [0,3], with Maple, by solving f'(x) = 0. Maple will solve these numerical, and I get 3 values.
c_1 = 0.5345058769, c_2=1.732313261 and c_3=2.461303848 ...