Solving Physics Questions: HARP Gun & Speeding Automobile

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In summary, the conversation discusses the requirements for the HARP gun to fire a 79 kg projectile containing scientific instrument to an altitude of 177 km without air resistance, and the equations and methods that can be used to calculate this. It also discusses the scenario of a police cruiser pursuing a speeding car and the equations needed to determine the distance and time it takes for the cruiser to catch up to the car.
  • #1
masterboy786
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Homework Statement



1.the HARP(high altitude research project) gun can fire an 79 kg projectile containing scientific instrument straight up of 177 km, if we pretend there is no air resistance. what muzzle speed is required to attain this altitude?how long does the project remain at a height in excess of 1.00*10^2 km the height of interest for high-altitude research?

2.an automobile speeding at 110 km/h passes a stationary police cruiser. the police officer starts to move her cruiser in pursuit 5 s after the automobile passes. she accelerate uniformly to 131 km/h in 7s and then continue at uniform speed until she catch the speeder.
A)how far ahead relative to cruiser, is the speeder when the cruiser reaches the uniform speed of 131 km/h?
B)how long does the police cruiser take to catch the speeder?
c)how far from the initial position is the speeder caught?

Homework Equations



kinematic

The Attempt at a Solution


i need the answer and explanation
 
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  • #2
For 1) what equations specifically do you think are pertinent? Write post what you have.

For 2) Again write down the pertinent equations. Also draw a diagram here relating position and time. Helpers may not be able to see your picture but you may see what is happening more easily.
 
  • #3
for the first one use conservation of kinetic and potential energies

2. idonno know how to draw the graph :S
 
  • #4
GOOD!

Let's tackle question 1).

How much energy is needed to get to maximum altitude?
(Hint: use the potential energy equation.)
 
  • #5
GOOD!

Let's tackle question 1).

How much energy is needed to get to maximum altitude?
(Hint: use the potential energy equation.)
 

What is the HARP gun?

The HARP gun, or High Altitude Research Project gun, is a large, long-range cannon used for scientific research. It was designed by Gerald Bull in the 1960s and was used to study the Earth's atmosphere and test new materials for space travel.

How does the HARP gun work?

The HARP gun uses gunpowder as fuel to propel a projectile at high velocities. The projectile is loaded into the gun and then fired at a specific angle and speed, determined by the scientists conducting the experiment.

What is the purpose of the HARP gun?

The purpose of the HARP gun is to study the Earth's atmosphere and test materials for space travel. It can also be used to study the effects of high-speed impacts, such as those experienced during meteorite impacts.

How fast can the HARP gun propel a projectile?

The HARP gun can propel a projectile at speeds up to 3,600 meters per second, or approximately 8,000 miles per hour. This makes it one of the fastest guns ever created.

How is the speed of a speeding automobile calculated?

The speed of a speeding automobile can be calculated using the equation v = d/t, where v is the speed in meters per second, d is the distance traveled in meters, and t is the time taken in seconds. Alternatively, speed can also be calculated using a radar gun or speedometer.

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