How Do I Solve These Challenging Physics Problems?

  • Thread starter Thread starter uno
  • Start date Start date
  • Tags Tags
    Egg drop Physics
Join the discussion
Registration is free. Ask a follow-up in this thread, or start your own.
4 replies · 5K views
uno
Messages
38
Reaction score
0
Hello,

I have been working on the following problems for hours and can't figure out where to begin. Any advice would be greatly appreciated.

-uno

1. An arrow is launched vertically upward from a crossbow at 97.9 m/s. Ignoring air friction, what is its instantaneous speed at the end of 10.0 s of flight?

(I figured out the instantaneous speed at -.2 m/s) A second part of the question asked for magnitude of instantaneous acceleration.


2. A raw egg is thrown horizontally straight out of the open window of a fraternity house. If its initial speed is 18 m/s and it hits ground 2.1 s later, at what height was it launched? At such low speeds air friction is negligible. [Hint: Even though it's been thrown horizontally, the egg falls vertically for 2.1 s exactly as if it were simply dropped.]

3. While rolling marbles on a horizontal window sill a youngster accidentally shoots one at 2.6 m/s out the open window. He sees it land in a flower pot on a neighbor's firescape 2.8 s later. How far beneath the sill is the pot?


4. Suppose you point a rifle horizontally directly at the center of a paper target 97 m away from you. If the muzzle speed of the bullet is 1020 m/s, where will it strike the target? Assume aerodynamic effects are negligible.

Thanks.
 
Physics news on Phys.org
Hello,

For #1, the formula for constant acceleration is Vf-Vi/t. I know that Vi = 97.9, how do I find Vf? Thanks.
 
Kinematics: Acceleration

I am having trouble with the following problem:

Suppose you point a rifle horizontally directly at the center of a paper target 97 m away from you. If the muzzle speed of the bullet is 1020 m/s, where will it strike the target? Assume aerodynamic effects are negligible.

I used the formula Tt = Square root of 2(distance)/9.81) to get a time of 4.45 seconds.

I am having some difficulty deciding what I am solving for Sx or Sy.

Any help would be appreciated.