Question

Compare situations where momentum and mechanical energy can be used alone or together at the same...

Compare situations where momentum and mechanical energy can be used alone or together at the same time and where both are used together. Think of how real-world problems are different from those in a classroom.

Homework Answers

Answer #1
  1. Motion of a planet around a star in elliptical orbit encompasses both Mechanical energy conservation law as well as angular momentum conservation law . By using both laws, motion of planet around a star is predicted.
  2. Roller coaster ride is an example where only mechanical energy could be considered constant if friction/ drag is neglected. In other words, sum of gravitational potential energy and kinetic energy at any point in motion is conserved and this law is to predict motion of roller coaster.
  3. Collision of two cars in a straight line is good example of linear momentum conservation where damage occurs so mechanical energy is no conserved but only momentum is conserved which could be used to ascertain their motion.
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Can you apply conservation of mechanical energy in real situations? If not, why not? Explain
Can you apply conservation of mechanical energy in real situations? If not, why not? Explain
Pose a real-life (only one) problematic situation, where you need mechanical physics to solve it. Situations...
Pose a real-life (only one) problematic situation, where you need mechanical physics to solve it. Situations similar to those we have been working on in the previous activities (A1, A2, A3 and A4). The problem must contain the following topics, without being limited to this list: 1. Conservation of Mechanical Energy 2. Conservation of linear or two-dimensional Moment. 3. Conservation of angular momentum. Needs to: -Show a real, original and very creative situation. -Show a detailed design of the situation,...
Pose a real-life (only one) problematic situation, where you need mechanical physics to solve it. Situations...
Pose a real-life (only one) problematic situation, where you need mechanical physics to solve it. Situations similar to those we have been working on in previous activities (A1, A2, A3 and A4). The problem must contain the following topics, without being limited to this list: 1. Conservation of Mechanical Energy 2. Conservation of linear or two-dimensional Moment. 3. Conservation of angular momentum.
Revisiting the ballistic pendulum. In lab we used both conservation of momentum and conservation of energy...
Revisiting the ballistic pendulum. In lab we used both conservation of momentum and conservation of energy to relate the launch speed of a projectile to the maximum height of the swing of a pendulum. Here we will study the parts of this problem in a bit more detail. (a) Briefly explain why momentum is conserved during the collision of the projectile and the pendulum, but mechanical energy is not conserved. (b) Briefly explain why mechanical energy (kinetic plus potential energy)...
We know that there is a relationship between work and mechanical energy change. Whenever work is...
We know that there is a relationship between work and mechanical energy change. Whenever work is done upon an object by an external force (or non-conservative force), there will be a change in the total mechanical energy of the object. If only internal forces are doing work then there is no change in the total amount of mechanical energy. The total mechanical energy is said to be conserved. Think of a real-life situation where we make use of this conservation...
What are some typical real world situations where you find joint random variables being used? Pick...
What are some typical real world situations where you find joint random variables being used? Pick one such situation and describe it in some detail. What was the most interesting thing you learned about how joint random variables are being used?
This is great depiction of the circular flow and how it all comes together. Can you...
This is great depiction of the circular flow and how it all comes together. Can you think of a firm in particular and apply it to the model? In my post above I used to the restaurant industry and the airline industry to show how heavily they both depend on house holds and how they've struggled different during Covid-19. Do you think there are industries that are less heavily dependent on households? Let me know what you think!
Bose-Einstein condensation has the inner energy of the atoms droping and falling into the same quantum...
Bose-Einstein condensation has the inner energy of the atoms droping and falling into the same quantum mechanical state. Cesium is used where it has a spectral transition at 800 nm, that is, if cesium atoms are in an excited state and fall to the ground state they emit IR light of 800 nm wavelength. An irradiance of 1.8 nW / cm2 is measured from the position of a dot where light(cesium atoms) is emitted from, which is positioned 1.0 dm...
1. In any collision momentum is conserved. Is kinetic energy also conserved? Why? 2.How can one...
1. In any collision momentum is conserved. Is kinetic energy also conserved? Why? 2.How can one get tired without doing work in the scientific sense?    3. Which requires more work, to lift a book vertically or to move it over a smooth surface the same distance? Why? 4.Newton times meter per second is equal to a. watt b. kilowatt    c. joule – second    d. kilowatt-hour 5.A coiled spring has    a. potential energy c. no energy b. kinetic...
Learning Goal: To understand how to apply the law of conservation of energy to situations with...
Learning Goal: To understand how to apply the law of conservation of energy to situations with and without nonconservative forces acting. The law of conservation of energy states the following: In an isolated system the total energy remains constant. If the objects within the system interact through gravitational and elastic forces only, then the total mechanical energy is conserved. The mechanical energy of a system is defined as the sum of kinetic energy K and potential energy U. For such...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT