Let g(x, y) = ye6+xy In(y? + x) , where r and y are differentiable functions of u and v. Consider the following table that shows values corresponding to (u, v) = (0, 1). %3D Xu Ty y Yu Yv -3 5 2 0 4 a. Use the linearization of g at (-3, 2) to approximate g(-2.95, 2.01). be at (, v) - (0, 1). b. Evaluate %3D dv c. Find the rate of change of g at the point (-3, 2) along the vector (1, 1).