Where Does a Bullet Strike a Target 200m Away?

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Homework Help Overview

The discussion revolves around a projectile motion problem involving a bullet fired horizontally at a target 200m away. Participants are exploring how to determine where the bullet strikes the target and the necessary angle of elevation to hit the center.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants are attempting to clarify the meaning of the problem, particularly what is being asked in part (a). There are discussions about calculating the vertical displacement of the bullet as it travels horizontally. Some participants suggest using time of flight to find the vertical distance traveled due to gravity.

Discussion Status

The discussion is active, with participants sharing their interpretations and approaches to solving the problem. Some guidance has been offered regarding the relationships between horizontal and vertical motion, but no consensus has been reached on specific methods or formulas.

Contextual Notes

Participants are working with the assumption that the bullet follows a projectile motion path and are discussing the implications of gravity on its trajectory. There is a focus on the need for relevant formulas to relate the different components of motion.

frozen7
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A rifle is aimed horizontally at the centre of a large target 200m away. The initial speed of the bullet is 500 m/s.
(a) Where does the bullet strike the target?
(b) To hit the centre of the target, the barrel must be at an angle above the line of sight. Find the angle of elevation of the barrel.

What does (a) mean actually? And can anyone draw out the diagram ? Thanks.
:smile:
 
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Part a. is asking for how far below the centre of the target the bullet hits I think. It's a projectile motion problem.
 
The how to calculate the value? since we just know how far is the target beyond the rifle.
 
(a) If the bullet is aimed directly at the centre of the target and bullet is let out , it will eventually start falling with gravity and will hit a point below the target.Simple projectile motion problem.

BJ
 
frozen7 said:
The how to calculate the value? since we just know how far is the target beyond the rifle.

You can work out the time it takes to travel that distance horizontally, then find the vertical distance traveled in the same time.
 
does it mean displacement in y-compenent is the value this question ask for?
 
Yes.

BJ
 
And how to solve the (b) question?
 
So that you don't miss the target , you need to raise your gun up making some angle with horizontal.Calculate that angle.

BJ
 
  • #10
The point is that, in order to do this problem, you should have formulas relating the horizontal and vertical distance to time, initial speed, acceleration due to gravity. What formulas do you have to use?
 

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