Projectile Motion - one question.

AI Thread Summary
To determine the horizontal speed needed for a circus performer to land 5 meters away while falling from a height of 10 meters, the time taken to fall must first be calculated. Using the equation t = √(2y/g), where y is the height (10m) and g is the acceleration due to gravity (9.8 m/s²), the fall time is approximately 2.04 seconds. This time is also the duration available for horizontal travel. By dividing the horizontal distance (5m) by the time (2.04s), the required horizontal speed can be calculated. The final result provides the necessary speed for a successful landing.
MoreZitiPlease
Messages
107
Reaction score
0

Homework Statement



A circus performer wants to land in a net of 5m to the right of where she willlt go of the trapeze. IF she is 10m above the net, how fast must she be moving horizontally when she let's it go?

Homework Equations


I know we are trying to solve for speed and we are giving distance

The Attempt at a Solution



No idea
 
Physics news on Phys.org
two-step process:
how long does it take for her to fall 10m?
how far can she travel in that time horizontally (given a certain initial speed)?
 
id guess use 9.8
 
write down the relevant equations, and you are good to go
 
i don't know them

whatr re thy
 
First you must calculate the time it takes for her to travel the 10m down vertically.
Once you know that time, that is also the time that she has to travel 5m horizontally.
So you can calculate her horizontal speed necessary by dividing the distance (5m) by the time.
 
t = (2y/g) where y = distance
so, t= ((2)(10)/-9.8) ~= 2.04 s
5/2.04 = your answer.

I could be wrong =)...hopefully not!
 
i'll see
 
Back
Top