Please show how to solve for #24. The answer is A, but I don't understand how to get there. I have solved for a perpendicular using a = v^2/r and substituting with v = 2 pi r / T. a perpendicular = 50.29 m/s^2, but I am not sure how to solve for a parallel using the equation (a parallel = r * angular acceleration.) Thanks!T = periodr = radiusa = acceleration 23. A mass is sitting on a rotating merry-go-round that is rotating with constant angular velocity. At themoment when the mass is at the far right (as shown in the diagram), which free-body most accuratelyrepresents the forces on the mass?A)B)C)massD)platformE)dongmass 18Fnet onmass?what is due ctrarof24. In the previous question, the object with mass mR= 2.0 m from the center, and is moving with constant angular velocity, with a period T = 1.57 sec.What is the magnitude of its acceleration ? (regular linear acceleration, not angular acceleration, and notjust the tangential component of the acceleration: we are asking for the magnitude of the accelerationvector.)3.0 kg sits on the merry-go-round at a distanceA) 32.0 m/s?B) 50.3 m/s?C) 64 m/s?D) 8.0 m/s²E) 9.8 m/s?ス= Toって has 2 ortagohad2D motoncom poueute.

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Answered: 24. In the previous question, the…

Elements Of Electromagnetics

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ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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Please show how to solve for #24. The answer is A, but I don't understand how to get there. I have solved for a perpendicular using a = v^2/r and substituting with v = 2 pi r / T. a perpendicular = 50.29 m/s^2, but I am not sure how to solve for a parallel using the equation (a parallel = r * angular acceleration.) Thanks!

T = period

r = radius

a = acceleration

23. A mass is sitting on a rotating merry-go-round that is rotating with constant angular velocity. At the
moment when the mass is at the far right (as shown in the diagram), which free-body most accurately
represents the forces on the mass?
A)
B)
C)
mass
D)
platform
E)
dong
mass 18
Fnet on
mass?
what is due ctrar
of
24. In the previous question, the object with mass m
R= 2.0 m from the center, and is moving with constant angular velocity, with a period T = 1.57 sec.
What is the magnitude of its acceleration ? (regular linear acceleration, not angular acceleration, and not
just the tangential component of the acceleration: we are asking for the magnitude of the acceleration
vector.)
3.0 kg sits on the merry-go-round at a distance
A) 32.0 m/s?
B) 50.3 m/s?
C) 64 m/s?
D) 8.0 m/s²
E) 9.8 m/s?
ス= To
って has 2 ortagohad
2D moton
com poueute.

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