I have a line integral i'm trying to solve but i'm stuck. So hoping for some help and tips.
Compute the line integral where C is a spiral given in polar coordinates of the equation r = a + bθ,where a > 0, b > 0, beginning where θ =0 and 0≤θ ≤ 6pi.
I have proved that it is a conservative vector field, and calculated that phi is equal to
and now in stuck .
And now I finally solved it. Got the answer to be 0
Compute the line integral where C is a spiral given in polar coordinates of the equation r = a + bθ,where a > 0, b > 0, beginning where θ =0 and 0≤θ ≤ 6pi.
I have proved that it is a conservative vector field, and calculated that phi is equal to
and now in stuck .
And now I finally solved it. Got the answer to be 0
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