Considering a differentiable function f(x) and the curve given by
f(x) cos(y) + f(y) cos(x) = 2
a) Determine an expression for y', the derivative of y with respect to x, at a point (x,y) on the curve;
b) Calculate y 'em (0, pi) knowing that f(0) = 1, f' (0) = 2, f(pi) = 3 and f '(π) = 4.
f(x) cos(y) + f(y) cos(x) = 2
a) Determine an expression for y', the derivative of y with respect to x, at a point (x,y) on the curve;
b) Calculate y 'em (0, pi) knowing that f(0) = 1, f' (0) = 2, f(pi) = 3 and f '(π) = 4.