Sneakatone
- 318
- 0
my max height will be 6m
The problem involves a circus clown being shot vertically upward from a cannon with an initial speed, colliding with a performer on a trapeze, and determining their speed when they return to the original launch height. The subject area includes concepts of kinematics, energy conservation, and momentum in the context of an inelastic collision.
The discussion is ongoing with various approaches being considered. Some participants have provided guidance on using energy equations and the importance of recognizing inelastic collisions. There is active questioning about the correct interpretation of mass and energy conservation in the context of the problem.
Participants note the importance of understanding the conditions of the collision and the assumptions regarding mass, as well as the need to clarify the relationships between kinetic and potential energy at different stages of the motion.
That's the correct speed of the clown just as she's about to grab the performer. (When she first reaches y = 4.5 m.) What's their speed after she grabs him?Sneakatone said:I accidentally divided instead,
my new answer is 15.35 m/s=v2
No.Sneakatone said:1/2mv^2=mgh
v=sqrt(gh2)
v=15.34
is this the right method?
How did you get that speed? What does that speed mean?Sneakatone said:1/2mv^2=mgh
v=sqrt(gh2)
v=15.34
is this the right method?
SammyS said:No.
What is the speed of the pair right after the clown grabs the performer ?
Then what is the kinetic energy of the pair at that moment ?
Sneakatone said:the speed after is 15.34m/s
how would I find KE without knowing what mass is?
What speed are you referring to?Sneakatone said:with that speed I found a height of 12m from using 1/2mv^2=mgh,
what am I suppose to do with that?
If the clown had not grabbed the performer, but just continued to rise unimpeded, then yes, the maximum height the clown would have achieved would be 12 meters.Sneakatone said:the speed I am talking about is the one I solved v=15.34 (speed of the clown just as she's about to grab the performer)