Homework 2 Problems with Solutions for General Physics | PHYS 2014, Assignments of Physics

Material Type: Assignment; Professor: Benton; Class: GENERAL PHYSICS; Subject: Physics ; University: Oklahoma State University - Stillwater; Term: Fall 2009;

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Uploaded on 11/08/2009

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PHYS2014 Fall 2009
Benton OSU Physics Dept.
1
Physics 2014: General Physics I
Homework Assignment 2
Due: Friday, 4 September 2009 at the beginning of your Recitation session.
Problems:
1.In 1989, Lee Wheelis of Luling, TX set the world record for longest watermelon seed spit. He
spit a watermelon seed a distance of 20.96 m. a) Assuming that he spit the watermelon seed at an
angle of 45°, what was the initial velocity of the seed? b) What was the maximum height above
the ground reached by the seed during it’s flight? Assume that he spit the seed from ground level
and that you can neglect air resistance.
2. A B-2 Stealth Bomber is flying at an altitude of 10,000 m and at a speed of 200 m/s when it
drops a 500 lb bomb on a target situated on the ground. Determine the angle,
φ
, between the
vertical and the line of sight between the bomber and the target at the instant the bomb is
released.
3. A bullet fired from a handgun is found to have a muzzle velocity (velocity of the bullet as it
leaves the gun’s barrel) of 900 m/s. The length of the gun barrel is 0.14 cm and the mass of the
bullet is 1.5 g. Find the average acceleration of the bullet inside the barrel. Neglecting air
resistance, find both the maximum height above the ground and the maximum range a bullet
could reach.
4. You accept an invitation to watch an archery demonstration with a bunch of OSU bigwigs.
Everyone watches as an archer shoots an arrow horizontally. An announcer states over the PA
system that the arrow traveled 100 feet before it penetrated into the grass at an angle of 86° with
respect to the vertical. You then hear President Hargis say, “I wonder how fast one of those
φ
10,000 m
pf3

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Benton OSU Physics Dept.

Physics 2014: General Physics I Homework Assignment 2

Due: Friday, 4 September 2009 at the beginning of your Recitation session.

Problems:

1.In 1989, Lee Wheelis of Luling, TX set the world record for longest watermelon seed spit. He spit a watermelon seed a distance of 20.96 m. a) Assuming that he spit the watermelon seed at an angle of 45°, what was the initial velocity of the seed? b) What was the maximum height above the ground reached by the seed during it’s flight? Assume that he spit the seed from ground level and that you can neglect air resistance.

  1. A B-2 Stealth Bomber is flying at an altitude of 10,000 m and at a speed of 200 m/s when it

drops a 500 lb bomb on a target situated on the ground. Determine the angle, φ, between the

vertical and the line of sight between the bomber and the target at the instant the bomb is released.

  1. A bullet fired from a handgun is found to have a muzzle velocity (velocity of the bullet as it leaves the gun’s barrel) of 900 m/s. The length of the gun barrel is 0.14 cm and the mass of the bullet is 1.5 g. Find the average acceleration of the bullet inside the barrel. Neglecting air resistance, find both the maximum height above the ground and the maximum range a bullet could reach.
  2. You accept an invitation to watch an archery demonstration with a bunch of OSU bigwigs. Everyone watches as an archer shoots an arrow horizontally. An announcer states over the PA system that the arrow traveled 100 feet before it penetrated into the grass at an angle of 86° with respect to the vertical. You then hear President Hargis say, “I wonder how fast one of those

10,000 m

Benton OSU Physics Dept.

arrows is flying when its released from the bow and I wonder what’s the maximum distance it can travel. I bet one of those professors in the Physics Department would know.” You want to show him that it isn’t only physics professors who are smart so you quickly pull out a pen and a scrap of paper from your pocket, work out the problem, and casually mention to him the answers. What do you tell him?

  1. Here’s a problem from the “don’t try this at home, kids,” category. Back when I was in college, some of the fraternities indulged in a sport called “TVski.” The fraternity brothers would round up old television sets, climb out onto the roof of one of the college buildings, and “ski” the televisions off the building as depicted in the figure below. If the angle of the slope of the roof is 30 °, the height at which a TV is released is 18.5 m above ground, and the height at which the TV clears the room is 15.0 m, determine 1) the velocity with which the TV clears the roof, 2) the time it takes for the TV to hit the ground after being released at the top of the roof, 3) the velocity with which the TV hits the ground, and 4) the distance from the side of the building ( x direction) at which the TV hits the ground. Assume the TV starts from rest and is able to slide down the roof without friction.

(^) m

15.0 m

θ=30°