What is the time bullet take to get at the animal ?

AI Thread Summary
The discussion revolves around calculating the trajectory of a bullet fired horizontally at a speed of 630 m/sec to hit an animal 700 meters away. The initial height from which the bullet must be shot is determined to be 6 meters above the target. The maximum height of the bullet is stated to be 1.5 meters, although the method to derive this is unclear to some participants. The time it takes for the bullet to reach the animal is calculated to be approximately 1.1 seconds. The conversation highlights the importance of understanding projectile motion and the equations involved in determining these parameters.
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Homework Statement


A gun designed to shoot with speed 630 m/sec
Find:
a) from which point above the goal must the hunter shoot to catch an animal, if the horizontal distance between them is 700 meter ?
b) What is the max high for the bullet ?
c) what is the time bullet take to get at the animal ?

Homework Equations



The Attempt at a Solution


a) 6 meter
b) I can't solve it but the final answer as written in the book is 1.5 meter I don't know how to find it !
c) 1.1 second
 
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I can't tell from the question but is the particle fired from an angle or simply a height above the target in the straight x direction? Nevertheless, any time in projectile motion you are trying to find the maximum height of something the solution is to usually just take the projectile equation for y and find the max of it by setting the derivative equal to 0 and solving; but if there is no angle upward when firing then the max height will obviously be the initial y value.
 
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