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it may look like 2 questions, but it is a 2 part
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2. Consider a...
Consider a thin rod of length L and mass M situated with one end at the...
Consider a thin rod of length L and mass M
situated with one end at the origin x = 0 of the
coordinate system as shown
Mostly need help with part B. Thank you
a) Four 1 kg boxes sit on a 5 m long uniform rod of mass 4 kg, such that the total mass of the system is 8 kg. The boxes are spaced 1 m apart, with the first box sitting at the left end of the...
3. The uniform rod of length 4b = 0.8 m and mass m = 2 kg...
3. The uniform rod of length 4b = 0.8 m and mass m = 2 kg is bent into the shape shown. The diameter of the rod is small compared with its length. Determine the moments of inertia of the rod about the three coordinate axes. (For a slender rod of mass m and length L, I = ml?)
This is the diagram that was provided. 3. It can be shown that the rotational inertia (moment of inertia) for a uniform...
This is the diagram that was provided.
3. It can be shown that the rotational inertia (moment of inertia) for a uniform rod about an axis that's perpendicular to the rod and passes through one of its ends is: Where M is the rod's total mass and L is its total length. (a) (10 points) Use the Parallel Axis Theorem to find the moment of inertia of a uniform rod about an axis that's perpendicular to the rod and passes...
Q7. For 2 points, in the space to the right, sketch a 3 kg thin flat,...
Q7. For 2 points, in the space to the right, sketch a 3 kg thin flat, homogeneous, plate of radius 160 mm and uniform thickness, except in the concentric central portion of radius 80 mm, where the thickness is doubled. Find the flat surface areas of the a) Larger circle b) Smaller circle and determine the moment of inertia of the system about its center of mass.
Sketch what a titration curve would look like? 1. Consider the titration of 50.00 mL of...
Sketch what a titration curve would look like?
1. Consider the titration of 50.00 mL of 0.01550 M NH3 with 0.03720 M HNO3. A. Sketch what a titration curve would look like for this titration, making sure to: Label both axes Illustrate a curve with the appropriate shape Indicate the location of the equivalence point on the curve (you do not need to identify its exact location on the axes) alenrennint in this titration, the titrated solution will have a...
Question 1 An end capped cylindrical pressure vessel with internal pressure p = fully supported at...
Question 1 An end capped cylindrical pressure vessel with internal pressure p = fully supported at one end, is also subjected to a force F= 10 kN in the y direction at the other end as shown. The internal diameter of the pressure vessel is d= 160 mm and its thickness is t= 10 mm 3 MPa, assumed to be Determine the magnitudes of the stress components in x, y and z coordinates at points H and K and sketch...
2. Consider Npoint masses. Assume that they Figure 1 and they moves like one kinetic energy...
2. Consider Npoint masses. Assume that they Figure 1 and they moves like one kinetic energy is rigidly connected by massless stiff rods as illustrated in are rigid body. Its angular velocity is measured as w. Show that the total 1 T = 1 T =M||VGll2 +TIG where M is the total mass, vG is the velocity of the mass center, and I is the moment of inertia measured at the mass center Hint Start from the sum of kinetics...
Please answer that question ASAP 1. Consider a disc and hoop both of the same mass...
Please answer that question ASAP
1. Consider a disc and hoop both of the same mass M, radius R and thickness I. a) Explain why one of these objects has a larger moment of inertia (about an axis through the center of mass and perpendicular to the plane of the object) than the other. What effect does the thickness I have on the rotational inertia? b) Explain how the rotational inertia of the disc may be obtained by adding the...
Problem 7 A satellite consists two cylinders which can rotate relative to each other about the common axis of summetry. The rotation can be precisely controlled through a built-in motor. Both cyllind...
Problem 7 A satellite consists two cylinders which can rotate relative to each other about the common axis of summetry. The rotation can be precisely controlled through a built-in motor. Both cyllinders can be asuumed to be uniform; they have the same mass, m 10.0 kg, and the same radius 0.30 m. The top cylinder has attached to it two balls, each of which has mass 1.0kg and radius b 0.1 m. Each ball is fastened to the end of...
CAN YOU PLEASE JUST GIVE ME THE ANSWER FOR PART ( d) 2. Consider a bead...
CAN YOU PLEASE JUST GIVE ME THE ANSWER FOR PART (
d)
2. Consider a bead of mass m sliding without friction on a wire that is bent into the shape of a parabola and spun with constant angular velocity ω about its vertical axis. Use cylindrical polar coordinates and let the equation of the parabola be : -kp (a) Find the Lagrangian in terms of p as the generalized coordinate. (b) Find the Hamiltonian for the system. (c) Is...
Consider a thin rod of length L and mass M
situated with one end at the origin x = 0 of the
coordinate system as shown
Mostly need help with part B. Thank you
a) Four 1 kg boxes sit on a 5 m long uniform rod of mass 4 kg, such that the total mass of the system is 8 kg. The boxes are spaced 1 m apart, with the first box sitting at the left end of the...
3. The uniform rod of length 4b = 0.8 m and mass m = 2 kg is bent into the shape shown. The diameter of the rod is small compared with its length. Determine the moments of inertia of the rod about the three coordinate axes. (For a slender rod of mass m and length L, I = ml?)
This is the diagram that was provided.
3. It can be shown that the rotational inertia (moment of inertia) for a uniform rod about an axis that's perpendicular to the rod and passes through one of its ends is: Where M is the rod's total mass and L is its total length. (a) (10 points) Use the Parallel Axis Theorem to find the moment of inertia of a uniform rod about an axis that's perpendicular to the rod and passes...
Q7. For 2 points, in the space to the right, sketch a 3 kg thin flat, homogeneous, plate of radius 160 mm and uniform thickness, except in the concentric central portion of radius 80 mm, where the thickness is doubled. Find the flat surface areas of the a) Larger circle b) Smaller circle and determine the moment of inertia of the system about its center of mass.
Sketch what a titration curve would look like?
1. Consider the titration of 50.00 mL of 0.01550 M NH3 with 0.03720 M HNO3. A. Sketch what a titration curve would look like for this titration, making sure to: Label both axes Illustrate a curve with the appropriate shape Indicate the location of the equivalence point on the curve (you do not need to identify its exact location on the axes) alenrennint in this titration, the titrated solution will have a...
Question 1 An end capped cylindrical pressure vessel with internal pressure p = fully supported at one end, is also subjected to a force F= 10 kN in the y direction at the other end as shown. The internal diameter of the pressure vessel is d= 160 mm and its thickness is t= 10 mm 3 MPa, assumed to be Determine the magnitudes of the stress components in x, y and z coordinates at points H and K and sketch...
2. Consider Npoint masses. Assume that they Figure 1 and they moves like one kinetic energy is rigidly connected by massless stiff rods as illustrated in are rigid body. Its angular velocity is measured as w. Show that the total 1 T = 1 T =M||VGll2 +TIG where M is the total mass, vG is the velocity of the mass center, and I is the moment of inertia measured at the mass center Hint Start from the sum of kinetics...
Please answer that question ASAP
1. Consider a disc and hoop both of the same mass M, radius R and thickness I. a) Explain why one of these objects has a larger moment of inertia (about an axis through the center of mass and perpendicular to the plane of the object) than the other. What effect does the thickness I have on the rotational inertia? b) Explain how the rotational inertia of the disc may be obtained by adding the...
Problem 7 A satellite consists two cylinders which can rotate relative to each other about the common axis of summetry. The rotation can be precisely controlled through a built-in motor. Both cyllinders can be asuumed to be uniform; they have the same mass, m 10.0 kg, and the same radius 0.30 m. The top cylinder has attached to it two balls, each of which has mass 1.0kg and radius b 0.1 m. Each ball is fastened to the end of...
CAN YOU PLEASE JUST GIVE ME THE ANSWER FOR PART (
d)
2. Consider a bead of mass m sliding without friction on a wire that is bent into the shape of a parabola and spun with constant angular velocity ω about its vertical axis. Use cylindrical polar coordinates and let the equation of the parabola be : -kp (a) Find the Lagrangian in terms of p as the generalized coordinate. (b) Find the Hamiltonian for the system. (c) Is...
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