$2$ attempts left

Compute the exact work done by the force field $F(x,y,z)=($:$3y,3xz,5y$:$)$ acting on an object as it moves along the helix defined parametrically by $x=5cos(t),y=5sin(t)$ and $z=3t,$ from the point $(5,0,0)$ to the point $(-5,0,3).$

$W=$