Is the man's landing point directly below the swing?

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Homework Help Overview

The problem involves a man jumping off a swingset at the peak of his swing, with specific measurements provided for the swing's length and height. The question seeks to determine the distance from his landing point to the base of the swing, considering factors like air resistance to be negligible.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the need to determine the initial speed and angle of the jump, with one suggesting that it resembles a typical projectile motion problem. Others express uncertainty about how to calculate these parameters and question the nature of the motion involved.

Discussion Status

The discussion is ongoing, with some participants exploring the projectile motion aspects while others reconsider the nature of the jump, noting that the man may fall straight down due to the swing's position at the peak. There is no explicit consensus on the approach to take.

Contextual Notes

Participants are grappling with the implications of the swing's peak position on the motion of the man, leading to differing interpretations of the problem's setup.

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Homework Statement



A man jumps off a swingset at the peak of his swing (45 degrees from swing's base, which is perpendicular to the ground). The length of the swing chain is 2.13 meters, the distance from the pivot (where the chain attaches to the base) to the ground is 2.53 meters. What is the distance from his landing point to the base of the swing (the point on the ground below where the swing normally rests)? Air resistance, friction, etc... are insignificant.

Any help or guidance is appreciated.
 
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Once you figure out the initial speed and angle, it is just a regular trajectory motion question like throwing a ball or shooting a bullet. I always start that type of question by figuring out the horizontal and vertical components of the initial velocity, then writing two headings: horizontal and vertical
Ask yourself what kind of motion (accelerated or constant speed) you have in each case and write the appropriate formulas under each heading.
 
The problem I've ben having is really figuring out the initial speed and angle - once that's done, I think I can do it.

Does anyone have any ideas on how to solve those?
 
Sorry! I bungled that. On reading the question I noticed that he jumps off at the peak of this swing - at that point the person and the swing are stopped. So he will fall straight down. It is not a projectile motion problem at all.
 

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