At t=0 a batter hits a baseball with an initial speed of 28m/s at a 55 ∘ angle to the horizontal. An outfielder is 85 m from the batter at t=0 and, as seen from home plate, the line of sight to the outfielder makes a horizontal angle of 22 ∘ with the plane in which the ball moves (as shown in the figure). What direction must the fielder take to catch the ball at the same height from which it was struck? Give the angle with respect to the outfielder's line of sight to home plate. Express your answer to two significant figures and include the appropriate units. Attempt First of all, I couldn't understand what angle it is talking about. But I've managed to do some computations related to the baseball. Time for the same height = (28*sin(55))*2/g = 4.68 s Range = 28*cos(55)*28*sin(55)*2/g = 75.16 m When you draw a triangle with 75, 85 and the distance that will be run, you need an angle to find the unknown length. Is it 22 degrees in this case? Assuming that degree 22, by cosine theorem you get the distance outfielder runs = 32m. But as I still don't have an idea what angle is to be found, I can't go any further than this.