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ok well my teacher did not want us to teach this problem to on Monday and I'm as curious as anyone can help me out on how to get ahead, really want to impress:. The problem of a player can hit a golf ball to a horizontal distance of 300 m at a good time. What is the maximum height of the unit M 301.5 achieve if you put up with an angle of 25 degrees to the earth? (Hint: At the top of its flight, the ball vertical component equal to zero) please help me, although the response and please show me how to do that I am not asking not only for an answer i would like an explanation:) please and thank you

It is difficult to say with this information, as no ball speed and type of decent ball. I drew a diagram of the ball on a slope of 25 degrees, the ball must be narrow for some time in 150m and a slower pace than gravity pulls the ball the ground, 200 m should be about 120m high. after 200, the graph shows the ball moves in a downward curve. The calculation is difficult to explain, but the speed bullets should be around 130 kilometers per hour. wind drag things calmly about 60% (depending atmospher and wind direction) as gravitational attraction begins to rise to pull the ball down to 10 meters by 5 meters land moves forward

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