We have : f(x) = x3 -4x2 + x -7 Let's perform the differentiation: (x3 -4x2 + x -7)' (x3)' + (-4x2)' + 1 + 0 ℹ(x^3)' + (-4*x^2)' + 1 + 0 = (x^3)' + (-4*x^2)' + 1‖(x^3)' = 3x2‖(-4*x^2)' = -4(x^2)'‖(x^2)' = 2x 3x2 -4·2x + 1 ▷Result: 3x2 -8x + 1