Ball Drop and Projectile Motion: When Will They Meet?

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Homework Help Overview

The problem involves two balls: one dropped from a 100m cliff and another thrown upwards with sufficient velocity to reach the top. The question is focused on determining the distance from the top of the cliff where the two balls will meet.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to calculate the meeting point using kinematic equations, while some participants question the correctness of the calculations and the assumptions made regarding initial velocities and acceleration due to gravity.

Discussion Status

The discussion is ongoing, with the original poster seeking validation of their calculations. Some participants have expressed skepticism about the need for assistance, indicating a mix of confidence and uncertainty in the original poster's approach.

Contextual Notes

There is a request for clarification on the work done so far, suggesting that the original poster may have omitted details that could be relevant to the discussion.

Dr.azwar
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A ball is dropped from a 100m cliff. at the same time another ball is thrown up such that it has enough velocity to reach the top. at what distance from top of the cliff will the two balls meet?
 
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Please use the homework template, and tell us what you have done so far.

Chet
 
let the two balls pass at t sec
the initial velocity of the ball is =
v^2-u^2=2as
0-u^2=2*-10*100
u=20(5)^1/2
therefore displacement of ball in tsec=
s1=ut+1/2a(t)^2
s1=(20(5)^1/2)t- 1/2g(t)^2......1
the displacemt of other ball in t sec =
s2=1/2g(t)^2.......2
eq 1 +eq 2=100
(20(5)^1/2)t=100
t=(5)^1/2
therefore they will pass each other at
1/2g(5)=25m from the top
 
So you didn't need any help with it after all?

Chet
 
i just wanted to know wheather my answer is correct
 

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