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1. We know that a conservative vector field F = (P, Q, R) has the property that curlF = 0. (a) Give two different examples

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1. We know that a conservative vector field F = (P, Q, R) has the property that curlF = 0. (a) Give two different examples of vector fields F and G that are conservative and compute the curl of each. (b) Compute the divergence of each vector field you gave in (a): div F and div G. Are these divergences also 0? What do you notice

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