Question

Let C be the helix in the cylinder x

2
+y
2
=4 which starts at (2,0,0) and winds counterclockwise (when viewed from above) three full turns until it reaches (2,0,18). If
F
is the vector field
F
(x,y,z)=(−yz
2
,xz
2
,xy), compute ∫
C
​

F
⋅d
r
.

Answer 1

The vector field in a equal to the compute so your answer is equal