Calculate the line integral of $\vec{F}=(-9 y+x) \vec{i}+2 x \vec{j}$ along a quarter of a circle centered at the origin, starting at (3, 0)and ending at (0, -3).

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The Answer of Calculate the line integral of $\vec{F}=(-9 y+x) \vec{i}+2 x \vec{j}$ along a quarter of a circle centered at the origin, starting at (3, 0)and ending at (0, -3).

Calculate the Line Integral Of F⃗=(−9y+x)i⃗+2xj⃗\vec{F}=(-9 y+x) \vec{i}+2 x \vec{j}F=(−9y+x)i+2xj​ Along a Quarter of a Circle Centered at the Origin

Calculate the Line Integral Of $\vec{F}=(-9 y+x) \vec{i}+2 x \vec{j}$ Along a Quarter of a Circle Centered at the Origin