Use Reaction forces and Energy methods. Please show all working. Thank you very much.
Homework Answers
![M ma Solution- 3 kg M-5 t-1.2 m 5 kg Img vmg T= loo N-m [ACW] T no 1] Moment of Inertia for rod and concentrated mass = I= me](http://img.homeworklib.com/questions/792bac70-ec40-11ea-bc37-39f3a51dd7d7.png?x-oss-process=image/resize,w_560)
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Use Reaction forces and Energy methods. Please show all working.
Thank you very much.
A pendulum...
Please show all working for both questions. Thank you. A pendulum consisting of a uniform rod...
Please show all working for both questions. Thank you.
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of...
Please show all working, thank you. A pendulum consisting of a uniform rod and concentrated mass...
Please show all working, thank you.
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of ¢=300° to the...
Please solve and show full working A pendulum consisting of a uniform rod and concentrated mass...
Please solve and show full
working
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of 0=300° to the...
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted...
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T-100 Nm acts on the rod. When the rod first makes an angle of p=300" to the horizontal, calculate: 1. Angular velocity of...
Please provide fully worked solution A pendulum consisting of a uniform rod and concentrated mass at...
Please provide fully worked solution
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of ©=300° to the horizontal,...
Need help with part C. Thank you! This is the figure above. However, it has different...
Need help with part C. Thank you!
This is the figure above. However, it has different values than
the homework question above.
PRACTICE IT Use the worked example above to help you solve this problem. A woman of mass m = 53.6 kg sits on the left end of a seesaw-a plank of length L = 4.39 m, pivoted in the middle as shown in the figure. (a) First compute the torques on the seesaw about an axis that passes...
Pendulum Clocks Are Very Important...
1. Pendulum clocks are very important for the history of exploration. Accurate time was the best way to determine one's longitude, since the time of sunrise or sunset depends sensitively on your longitude. In this regard, the great enemy of accuracy was thermal expansion of the pendulum used for the chronometer. We are considering a large mass attached at the end of a brass rod. The mass at the end is much greater than the mass of the rod, so we...
Please derive these equations and break them down into steps . thank you very muvj Pumping from a Standing Position...
Please derive these equations and break them down into steps .
thank you very muvj
Pumping from a Standing Position The pumped swing is modeled as a pendulum with variable length L. The rider is modeled as a point mass m, and L is the distance from the rider's center of mass to the fixed swing support point O. Conservation of angular momentum for a point mass undergoing plane motion is where H is the angular momentum of the body...
Background/ Introduction 1. A small weight at the end of a string of length, L, forming...
Background/ Introduction 1. A small weight at the end of a string of length, L, forming a simple pendulum. 2. A horizontal rod is located a distance, d, directly beneath the pivot point. 3. The mass is held so that the string is taut and horizontal and then let fall. 4. What is the minimum distance, d, such that the mass will cause the string to loop over the pin at least In theory, we assume the bob is a...
Just need help filling in the blanks! Thank you. Part 1: Three Levers In this part,...
Just need help filling in the blanks! Thank you.
Part 1: Three Levers In this part, you will set up a lever in three different configurations. First Lever The first is straightforward: set up the plastic ruler so that it pivots about its center. Apply two forces (resulting in two torques) to it as shown. Torque 1: Torque 2: Place a hanger (20 grams) in the first hole to the left of center and add 200 grams to it. Place...
Please show all working for both questions. Thank you.
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of...
Please show all working, thank you.
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of ¢=300° to the...
Please solve and show full
working
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of 0=300° to the...
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T-100 Nm acts on the rod. When the rod first makes an angle of p=300" to the horizontal, calculate: 1. Angular velocity of...
Please provide fully worked solution
A pendulum consisting of a uniform rod and concentrated mass at its free end is pivoted to the inertial frame through a revolute joint. The rod has length L=1.2m and mass m=3 kg. The concentrated mass has magnitude M=5 kg. The system starts from rest with the rod making an angle 0=60° to the horizontal. A moment T=100 Nm acts on the rod. When the rod first makes an angle of ©=300° to the horizontal,...
Need help with part C. Thank you!
This is the figure above. However, it has different values than
the homework question above.
PRACTICE IT Use the worked example above to help you solve this problem. A woman of mass m = 53.6 kg sits on the left end of a seesaw-a plank of length L = 4.39 m, pivoted in the middle as shown in the figure. (a) First compute the torques on the seesaw about an axis that passes...
Please derive these equations and break them down into steps .
thank you very muvj
Pumping from a Standing Position The pumped swing is modeled as a pendulum with variable length L. The rider is modeled as a point mass m, and L is the distance from the rider's center of mass to the fixed swing support point O. Conservation of angular momentum for a point mass undergoing plane motion is where H is the angular momentum of the body...
Background/ Introduction 1. A small weight at the end of a string of length, L, forming a simple pendulum. 2. A horizontal rod is located a distance, d, directly beneath the pivot point. 3. The mass is held so that the string is taut and horizontal and then let fall. 4. What is the minimum distance, d, such that the mass will cause the string to loop over the pin at least In theory, we assume the bob is a...
Just need help filling in the blanks! Thank you.
Part 1: Three Levers In this part, you will set up a lever in three different configurations. First Lever The first is straightforward: set up the plastic ruler so that it pivots about its center. Apply two forces (resulting in two torques) to it as shown. Torque 1: Torque 2: Place a hanger (20 grams) in the first hole to the left of center and add 200 grams to it. Place...
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