Let F be the vector field zi+xyj. Let C be the curve made up of two segments: ri(t) = (t, -2) r₂(t) = (-1,2 - 1²) te [-2,2] te [-2,2] ) Use an integral to find the circulation of the vector field F around C. Use an integral to find the flux of the vector field F across C.
Let F be the vector field zi+xyj. Let C be the curve made up of two segments: ri(t) = (t, -2) r₂(t) = (-1,2 - 1²) te [-2,2] te [-2,2] ) Use an integral to find the circulation of the vector field F around C. Use an integral to find the flux of the vector field F across C.
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![Let F be the vector field xi+ xyj.
Let C be the curve made up of two segments:
r₁(t) = (t, -2)
r₂(t) = (-t, 2-t²)
te [-2, 2]
te [-2, 2]
) Use an integral to find the circulation of the vector field F around C.
Use an integral to find the flux of the vector field F across C.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa68164dd-6bba-4aa5-92bc-4824a71db092%2F5c981f5f-88c0-4649-ad49-9c118cc36da0%2Fqhgiei_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Let F be the vector field xi+ xyj.
Let C be the curve made up of two segments:
r₁(t) = (t, -2)
r₂(t) = (-t, 2-t²)
te [-2, 2]
te [-2, 2]
) Use an integral to find the circulation of the vector field F around C.
Use an integral to find the flux of the vector field F across C.
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