Vector Nature pf Projectile Motion

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SUMMARY

The discussion focuses on the vector nature of projectile motion, specifically comparing the trajectory of an object projected at an angle versus one projected horizontally. The key takeaway is that when the angle of projection (θ) is zero, the object will follow a linear path rather than a parabolic trajectory. Participants emphasize the importance of understanding the qualitative aspects of projectile motion without relying solely on equations, suggesting practical experimentation by throwing objects at various angles to observe differences in motion.

PREREQUISITES
  • Understanding of basic physics concepts related to motion
  • Familiarity with projectile motion and its characteristics
  • Ability to interpret and analyze diagrams of trajectories
  • Basic skills in sketching and visualizing motion paths
NEXT STEPS
  • Research the equations of motion for projectiles at different angles
  • Explore the effects of initial velocity on projectile trajectories
  • Learn about the role of gravity in projectile motion
  • Conduct experiments to observe projectile motion at various angles
USEFUL FOR

This discussion is beneficial for physics students, educators teaching projectile motion concepts, and anyone interested in understanding the dynamics of motion in a qualitative context.

hsadiq98
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Homework Statement



If an object had been projected horizontally with the same magnitude as in the depicted situation, how would the motion compare with that of the object in the diagram? (I have drawn the diagram in my attachment and have done questions c and d but I don't understand question b at all... could someone explain this to me as well as see if my explanations for the other two questions make sense?)

Homework Equations


No equations, just knowledge of projectiles

The Attempt at a Solution


I first wrote: that x component would increase gradually if it was thrown in a horizontal direction but that is inaccurate.
 

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No equations, just knowledge of projectiles
Maths is the language of physics - so you can express "knowledge of projectiles" in terms of equations.
However, this assignment seems to be qualitative in nature... you just have to understand the motion.

In the attachment:
The diagram shows a parabolic trajectory for an object projected with initial speed ##v## at angle ##\theta >0## above the horizontal.
Part (b) asks about how the trajectory will be different if ##\theta = 0##.
So get a scrap of paper and sketch what you think will happen.
If you are uncertain, get an object and throw it at different angles and watch how it moves.

 
Just be a little careful.. You have used Vy at both point X and point Y. A fussy examiner might point out that only Vx is the same at both points.
 

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