Suppose that f(x, y) is a function for which the level curve corresponding to c = 3 is the circle of radius 3 and the le
Posted: Wed May 11, 2022 5:06 am
Suppose that f(x, y) is a function for which the level curve
corresponding to c = 3 is the circle of radius 3 and the level
curve corresponding to c = 4 is the circle of radius 4. Suppose
also that f(x, y) is continuous and differentiable everywhere.
Sketch these level curves below. Choose any point on the level
curve corresponding to c = 3, and label it P. Plot ∇f(P) on your
graph.
corresponding to c = 3 is the circle of radius 3 and the level
curve corresponding to c = 4 is the circle of radius 4. Suppose
also that f(x, y) is continuous and differentiable everywhere.
Sketch these level curves below. Choose any point on the level
curve corresponding to c = 3, and label it P. Plot ∇f(P) on your
graph.