1. The problem statement, all variables and given/known data An insect is resting above the water level on a leaf, a horizontal 0.600 m away from a fish. The fish shoots water into the air above the surface of the water at a 60 degree angle, with an initial velocity of 3.01 m/s. Assume the fish shoots the water into the air at water level, and that the water hits the insect. At what height is the leaf above water level? 2. Relevant equations v = vi + at v= d/t x = vi(t) + 0.5a(t^2) 3. The attempt at a solution First I tried to find out how much time it would take the water to travel in the horizontal direction. Initial velocity in horizontal direction: cos60*3.01= 1.505 m/s With zero acceleration, the time it would take to travel 0.600 m would be: t=0.600/1.505=0.398 s Then, I tried to figure out where the water would be at 0.398 seconds vertically. Its initial velocity is sin60*3.01 = 2.60 m/s 2.60(0.398)+(0.5)(-9.81)(0.398^2)= 0.259 m I must be doing something wrong because the program says I have the wrong answer. I have no idea where the problem is, though... any ideas?