Explosion of firecracker on pond

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    Explosion Pond
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Homework Help Overview

The problem involves a firecracker that explodes into three pieces on a frozen pond, with specific masses and velocities given for two of the pieces. The objective is to determine the speed of the third piece, considering the conservation of momentum.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the application of momentum conservation principles and question the initial setup of the problem. There is exploration of how to express the total momentum before and after the explosion.

Discussion Status

Participants have identified that momentum is conserved in the explosion and are working through the implications of this principle. Some have proposed equations to represent the momentum, while others are clarifying the correct formulation and approach to the problem.

Contextual Notes

There is mention of a homework deadline, which adds urgency to the discussion. Participants are also reflecting on recent topics covered in their studies, including impulsion and momentum, and the upcoming topic of collisions.

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Homework Statement

A firecracker (mtot = 0.70 kg), sitting on a frozen pond, explodes into three pieces, each of which moves horizontally. Piece 1 (m1 = 0.20 kg; v1 = 100 m/s) moves at a right angle to piece 2 (m2 = 0.20 kg; v2 = 125 m/s). What is the speed of the third piece?



Homework Equations

mv=p=j=ft



The Attempt at a Solution

m(tot)v1+v2+v3=ft i think t=v(final)/a and a would be equal to gravity but iam just not sure. thanks for help!
 
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hi omc1! :smile:
omc1 said:
A firecracker (mtot = 0.70 kg), sitting on a frozen pond, explodes into three pieces, each of which moves horizontally. Piece 1 (m1 = 0.20 kg; v1 = 100 m/s) moves at a right angle to piece 2 (m2 = 0.20 kg; v2 = 125 m/s). What is the speed of the third piece?

m(tot)v1+v2+v3=ft

what is this supposed to be? :confused:

what principle do you think applies here?

(and what topics have you been lectured about this week?)​
 
we have only talked bout impulsion and momentum so far i think thurseday we begin collision...
 
the formula applies to mas total times the sum of the velocities is the force times time...
 
omc1 said:
we have only talked bout impulsion and momentum so far i think thurseday we begin collision...

an explosion is a type of collision (in reverse!)

what happens to momentum in a collision? :smile:

(and do you need to answer this before thursday?!)
 
momentum is conserved in a collision, yes my homework is due wednesday night.
 
omc1 said:
momentum is conserved in a collision

ok, the initial momentum is zero :wink:

(because the question says the firecracker is "sitting")

sooo …​
 
mmmm ok so m(tot)v1+v2+v3=0 iam not sure
 
omc1 said:
mmmm ok so m(tot)v1+v2+v3=0 iam not sure

no, that's multiplying the total mass by the sum of the velocities

you need to add the individual momentums (ie individual mass times individual velocity) :wink:
 
  • #10
soo m1v1+m2v2+m3v3=0 ??
 
  • #11
yup! :biggrin:
 

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