Solving Uni Physics with Projectile Motion

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Homework Help Overview

The problem involves a child running down a hill at an angle and then jumping at a different angle, with the goal of determining the child's initial speed based on the jump's trajectory and landing position. The subject area is projectile motion within the context of physics.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the relationship between the child's downhill running velocity and the subsequent projectile motion upon jumping. Questions arise regarding how the initial velocity from running affects the jump and the trajectory needed to land at a specific point down the slope.

Discussion Status

Some participants are exploring the necessary launch velocity and its components, while others are questioning the connection between the downhill motion and the jump. There is an ongoing examination of how to break down the velocities involved and the implications of the jump on the overall motion.

Contextual Notes

Participants note the importance of understanding the velocity components and the angles involved in the problem, but there is a lack of consensus on how to fully integrate these elements into a complete solution.

Stephen1993
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uni physics!

Homework Statement


A child runs down a 12 degrees hill and then suddenly jumps upward at a 15 degree angle above horizontal and land 1.4m down the hill as measured along the hill. What was the child's initial speed?

firstly, when he runs downhill with a certain velocity then how is that part of the component of velocity in the projectile motion? i am confused because the person jumps and so i wonder what happens to the velocity that the person has when he travels downhill
a diagram might help to explain things of what is happening like how the velocity that the boy runs downhill contribute to the velocity of the projectile motion.

thank you
 
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Consider t = 0 to be when the child jumps and concentrate on the required trajectory from that moment. What "launch" velocity is required, with a 15° launch angle, to land 1.4m downslope?
 


the trouble is how is the velocity that the person runs downhill related to the projectile motion?
because he jumps which means that he exert a force which makes him undergo projectile motion

ty
 


Stephen1993 said:
the trouble is how is the velocity that the person runs downhill related to the projectile motion?
because he jumps which means that he exert a force which makes him undergo projectile motion

Once you've got the launch velocity you can always break it down into components parallel to and normal to the slope, and assume that the action of the jump is to add the normal component to the initial downslope one.
 

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