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Physics
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Fluid dynamics
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the velocity of fluid emitted from an orifice is \[v=\sqrt{2gh}\] Where h is the height of fluid above. (This can be derived from bernouilli equation - but it is a well documented equation) In this case h = 5.6m as the orifice is .4m above the bottom of the tank. The orifice is 4.4 m above the ground and it vertical movement is 'falling under gravity' Its initial VERTICAL velocity is 0 So - vertical for the water to reach the ground: s=ut +0.5gt^2 you know s, u=0, g so you can calculate t Then HORIZONTALLY you have uniform linear motion so s=vt where v was calculated as the orifice velocity, and t was calculated as time to fall to ground.
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