Hello,

A task says:

EvaluateI= "closed integral"C (sinx + 3y^2)dx + (2x - e^((-y)^2))dy, where C is the boundary of the half-disk x^2 + y^2 <_ a^2, y >_ 0, oriented counterclockwise.

When you use Green's Theorem onIyou get a "double integral"(2 - 6y) dyda. I am insecure about choosing the right limits for x and y. My purpose is:

x has an upper limit "pi", lower limit a^2. y has an upper limit "pi" and it's lower limit is a^2. Is this q correct setup?

Excuse my poor notation, I just signed up,

Sincere regards