Sue's foot exerts a force of 28.85 N East.
Jenny's foot exerts a force of 15.53 N North.
We are asked to find the direction of the resultant force on the ball.
Let us draw a diagram to better understand the problem.
We need to find the angle as shown in the above diagram.
With respect to the angle θ, the adjacent side is 28.85 N and the opposite side is 15.53 N
Recall the trigonometric ratio,

Let us substitute the given values and take the inverse of tanθ.

Therefore, the direction of the resultant force on the ball is 27.98° northeast.