Projectile Motion Cat Ledge Problem Solution

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Homework Help Overview

The problem involves a cat leaping over a wall and landing on a ledge, focusing on projectile motion principles. The scenario includes parameters such as the height of the wall, the height of the ledge, the speed of the cat, and the angle of the jump.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the use of the range equation and the Pythagorean theorem to determine distances. Questions arise regarding the calculation of distances and the timing of the cat reaching its highest point relative to the wall. There is also mention of the need for a diagram to clarify the situation.

Discussion Status

The discussion is ongoing, with participants exploring different interpretations of the problem and questioning the assumptions made in the original calculations. Some guidance has been offered regarding the use of initial velocity components and the need for a diagram to aid understanding.

Contextual Notes

There is uncertainty regarding the timing of the cat's jump in relation to the wall and the ledge, as well as the need for additional information to clarify the situation.

kj99
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Homework Statement


A cat leaps over a 1.5m wall with a speed of 15m/s and at an angle of 35 degrees. The cat lands on the edge of a ledge that is 1.5m tall, how far is the ledge from the wall?

Homework Equations

The Attempt at a Solution


I used the range equation to find the entire horizontal distance it could have traveled if there was no ledge (21.14m). Then subtracted that by the distance between the cat and the wall (Pythagorean theorem) and also subtracted that by the distance between the ledge and where it would have landed if there was no ledge. I got a distance of 16.86m and it's wrong lol.
 
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Need a good diagram.
 
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kj99 said:
... the distance between the cat and the wall
I don't understand how you calculated that.
Also, it is unclear whether the cat reaches its highest point before or after clearing the wall. Is there more info?
Whatever, it's one hell of a cat.
 
haruspex said:
I don't understand how you calculated that.
Also, it is unclear whether the cat reaches its highest point before or after clearing the wall. Is there more info?
Whatever, it's one hell of a cat.

It jumps at 35 degrees and the wall is 1.5m so tan35=1.5/x.
It reaches its max height after the wall and lands on the 1.5m tall ledge.
 
kj99 said:
It jumps at 35 degrees and the wall is 1.5m so tan35=1.5/x.
It reaches its max height after the wall and lands on the 1.5m tall ledge.
I would think the given angle is the take off angle. Indeed, you assumed that to get the 21m distance. That will be higher than the angle from take off point to top of wall.
 
I don't think it can be answered without a diagram to provide more information.
 
Have you tried using the initial x and y components of the initial velocity and then
calculating the time required to reach a final height of 1.5 m?
 

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