Homework 26: Before you come to lab, derive a mathematical model to find the moment of...
Homework 26: Before you come to lab, derive a mathematical model to find the moment of inertia of a billiards ball rolling down an incline using data that will be given to you in lab. The ball will be rolling down an incline of constant distance at different angles from the horizontal. You will be given the mass of the ball, the radius of the ball, the distance the ball travels down the incline, the angle from the horizontal at which the incline rests, the initial height of the ball when it is released, the final height of the ball when it is measured at the photogate, and the velocity at which the ball is traveling when it passes through the photogate. Disregard friction, air resistance, or any other outside forces for this lab. Hint: Setup your model so that the moment of inertia, I, is either the slope of your model, or is part of the slope of your model. Your model should be linear. You may use any equation(s) needed to derive the model. Show all derivations, and indicate the slope, independent variable, and dependent variable. Bring your work to lab for grading.
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Homework 26: Before you come to lab, derive a mathematical model
to find the moment of...
Need help With Analysis questions. Ballistic Pendulum Lab In this lab, you will explore conservat...
Need help With Analysis questions.
Ballistic Pendulum Lab In this lab, you will explore
conservation of Energy and Momentum in an inelastic collision
between a projectile and a cardboard box suspended from a string.
In particular, you will see that the transfer of linear momentum is
easily accounted for in an inelastic collision, but the transfer of
kinetic energy is not easy to measure directly. This is because
Kinetic Energy in collisions transfers to vibrational, acoustic,
and potential energy. Once...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of the center of mass, ICM is the moment of inertia and ω is the angular velocity. Write the conservation of energy for above system; make sure you use the symbols given (use initial as the top and final as before it hits...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of the center of mass, IcM is the moment of inertia and w is the angular velocity. Write the conservation of energy for above system; make sure you use the symbols given (use initial as the top and final as before it hits...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of mass, IcM is the moment of inertia and w is the angular velocity. the center of Write the conservation of energy for above system; make sure you use the symbols given (use initial as the top and final as before it hits...
Lab 8 Assignment: Moment of Inertia 1) Moment of Inertia for Different Systems The resistance to...
Lab 8 Assignment: Moment of Inertia 1) Moment of Inertia for Different Systems The resistance to rotational motion change is more involved than for linear motion because it not only depends on what the mass is, but also on how that mass is distributed about the axis of rotation. The farther away from the axis the mass is distributed, the greater the moment of inertia. Using this simple definition, for each of the following pairs of objects, determine which of...
In time dt. (Since Fr is constant, it follows from this that Dun TuIIS wh the incline if the ball...
C11R.1
in time dt. (Since Fr is constant, it follows from this that Dun TuIIS wh the incline if the ball rolls from rest a distance D down the incline, the ball's change in rotational energy, and thus its final rotational energy is uoD, as claimed in equation C11.20.) C11 Rich Context CI1R.1 Suppose you are replacing a tire on your old clunker of a car on a steep hill in San Francisco, and somehow yo spare tire gets away...
P Pearson Sign In Pearson Sign In C Get Homework Help With Chex jay maleries tatton...
P Pearson Sign In Pearson Sign In C Get Homework Help With Chex jay maleries tatton lubtock - GX 7 - PHIVS 1408, section 090 X + - X E → C webassign.net/web/Student/Assignment-Responses/last?dep=22467261 For this assignment, you submit answers by question parts. The number of submissions remaining for each question part only changes if you submit or change the answer. Assignment Scoring Your last submission is used for your score. 8. + -13 points SerPSE 10 10.9.OP.031. My Notes Ask...
Can you please solve the question with details because i’m having problems with the concepts and...
Can you please solve the question with details because i’m
having problems with the concepts and how to solve
MOHAMED MOHAMED 2002M2. The cart shown above is made of a block of mass m and four solid rubber tires each of mass n/4 and radius r. Each tire may be considered to be a disk (A disk has rotational inertia h ML' where M is the mass and L is the radius of the disk) The cart is released from...
Please help! Equation 11 and 3 are posted below the main picture! Rotational Mechanics Pre-Lab Assignment...
Please help! Equation 11 and 3 are posted below the main
picture!
Rotational Mechanics Pre-Lab Assignment (1 point) 1. Consider a solid sphere and a solid disk with the same radius and the same mass. Explain why the solid disk has a greater moment of inertia than the solid sphere, even though it has the same overall mass and radius. 2. Calculate the moment of inertia for a solid cylinder with a mass of 100g and a radius of 4.0...
Question2 Answer the followings, carry 25 points L. State whether following properties are a vector or...
Question2 Answer the followings, carry 25 points L. State whether following properties are a vector or a scalari? Kinetic energy: Potential energy: Work done: Torque: Pressure: Displacement: Velocity: Momentum: Impulse: Force: Distance Speed: Angular momentum: Angular acceleration: 2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of the center of mass, loe...
Need help With Analysis questions.
Ballistic Pendulum Lab In this lab, you will explore
conservation of Energy and Momentum in an inelastic collision
between a projectile and a cardboard box suspended from a string.
In particular, you will see that the transfer of linear momentum is
easily accounted for in an inelastic collision, but the transfer of
kinetic energy is not easy to measure directly. This is because
Kinetic Energy in collisions transfers to vibrational, acoustic,
and potential energy. Once...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of the center of mass, ICM is the moment of inertia and ω is the angular velocity. Write the conservation of energy for above system; make sure you use the symbols given (use initial as the top and final as before it hits...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of the center of mass, IcM is the moment of inertia and w is the angular velocity. Write the conservation of energy for above system; make sure you use the symbols given (use initial as the top and final as before it hits...
2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of mass, IcM is the moment of inertia and w is the angular velocity. the center of Write the conservation of energy for above system; make sure you use the symbols given (use initial as the top and final as before it hits...
Lab 8 Assignment: Moment of Inertia 1) Moment of Inertia for Different Systems The resistance to rotational motion change is more involved than for linear motion because it not only depends on what the mass is, but also on how that mass is distributed about the axis of rotation. The farther away from the axis the mass is distributed, the greater the moment of inertia. Using this simple definition, for each of the following pairs of objects, determine which of...
C11R.1
in time dt. (Since Fr is constant, it follows from this that Dun TuIIS wh the incline if the ball rolls from rest a distance D down the incline, the ball's change in rotational energy, and thus its final rotational energy is uoD, as claimed in equation C11.20.) C11 Rich Context CI1R.1 Suppose you are replacing a tire on your old clunker of a car on a steep hill in San Francisco, and somehow yo spare tire gets away...
P Pearson Sign In Pearson Sign In C Get Homework Help With Chex jay maleries tatton lubtock - GX 7 - PHIVS 1408, section 090 X + - X E → C webassign.net/web/Student/Assignment-Responses/last?dep=22467261 For this assignment, you submit answers by question parts. The number of submissions remaining for each question part only changes if you submit or change the answer. Assignment Scoring Your last submission is used for your score. 8. + -13 points SerPSE 10 10.9.OP.031. My Notes Ask...
Can you please solve the question with details because i’m
having problems with the concepts and how to solve
MOHAMED MOHAMED 2002M2. The cart shown above is made of a block of mass m and four solid rubber tires each of mass n/4 and radius r. Each tire may be considered to be a disk (A disk has rotational inertia h ML' where M is the mass and L is the radius of the disk) The cart is released from...
Please help! Equation 11 and 3 are posted below the main
picture!
Rotational Mechanics Pre-Lab Assignment (1 point) 1. Consider a solid sphere and a solid disk with the same radius and the same mass. Explain why the solid disk has a greater moment of inertia than the solid sphere, even though it has the same overall mass and radius. 2. Calculate the moment of inertia for a solid cylinder with a mass of 100g and a radius of 4.0...
Question2 Answer the followings, carry 25 points L. State whether following properties are a vector or a scalari? Kinetic energy: Potential energy: Work done: Torque: Pressure: Displacement: Velocity: Momentum: Impulse: Force: Distance Speed: Angular momentum: Angular acceleration: 2. Given the situation as shown in the figure. The hollow sphere is rolling down an inclined plane! Mass of the sphere is M, radius is R and vertical height is H. V is the linear velocity of the center of mass, loe...
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