Need urgent help on this physics problem
The diving board shown in the figure below has a mass of 28 and its center of mass is at the board's geometrical center.
Determine the forces that support posts 1 and 2 (separated by
person stands on the end of the board
from support post 2. Use positive values for the upward forces and negative values for the downward forces.
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Calculate the forces that the supports A and B exert on the diving board shown in...
Calculate the forces that the supports A and B exert on the
diving board shown in (Figure 1) when a 58-kg person stands at its
tip.
Part A
Calculate the force that the support A exerts on the diving
board. Ignore the weight of the board.
Express your answer to two significant figures and include the
appropriate units. Enter positive value if the force is upward and
negative value if the force is downward.
FA =
-1710 N
Part B...
alculate the forces that the supports A and B exert on the diving board shown in...
alculate the forces that the supports A and B exert on the
diving board shown in (Figure 1) when a 53-kg person stands at its
tip.
Figure
1 of 1
Part A
Calculate the force that the support A exerts on the diving
board. Ignore the weight of the board.
Express your answer to two significant figures and include the
appropriate units. Enter positive value if the force is upward and
negative value if the force is downward.
FA
F...
Calculate the forces that the supports A and B exert on the diving board shown in...
Calculate the forces that the supports A and B exert on the
diving board shown in (Figure 1) when a 56-kg person stands at its
tip.
Calculate the force that the support A exerts on the diving
board. Ignore the weight of the board.
Calculate the force that the support B exerts on the diving
board. Ignore the weight of the board.
Calculate the force that the support A exerts on the diving
board. Take into account the board's mass...
a) Calculate the forces FA and FB that the supports exert on the diving board of the figure(Figure 1) when a 55kg pers...
a) Calculate the forces FA and FB that the
supports exert on the diving board of the figure(Figure 1) when a
55kg person stands at its tip. Ignore the weight of the board.
Assume that x-axis points upward
b) Calculate the forces FA and FB that the
supports exert on the diving board when a 55kg person stands at its
tip. Take into account the board's mass of 32kg . Assume the
board's CG is at its center.
E. Rotational Dynamics and Equilibrium Diver L: 40m n = 14 m CM Axle Fulcrum A...
E. Rotational Dynamics and Equilibrium Diver L: 40m n = 14 m CM Axle Fulcrum A diving board (model it as a uniform rod, with / ML) has length L = 4.0 m and mass M = 35 kg. It is mounted on an axle at its left end. There is a support fulcrum located at r = 1.4 m from the axle. A diver of mass m - 45 kg stands at the far end of the board. Use...
need help asap!! thanks in advance A diving board has length of 1.8 m and a...
need help asap!! thanks in advance
A diving board has length of 1.8 m and a total mass of 65 kg. However, the mass is not uniformly distributed, so its center of mass is off center as shown in the diagram below. However, we know that the moment of inertia around the center of mass is 20 kg m². The board is fixed to rotate around its far left end. A support pushes up with a force of 750 N...
A diver of weight 420 N stands at the end of a diving board of length...
A diver of weight 420 N stands at the end of a diving board of length L = 4.6 m and negligible mass (the figure). The board is fixed to two pedestals separated by distance d = 1.3 m. Take the upward direction to be positive. Of the forces acting on the board, what are (a) the force from the left pedestal and (b) the force from the right pedestal?
A diving board has length of 1.8 m and a total mass of 65 kg. However,...
A diving board has length of 1.8 m and a total mass of 65 kg.
However, the mass is not uniformly distributed, so its center of
mass is off center as shown in the diagram below. However, we know
that the moment of inertia around the center of mass is 20 kg m2.
The board is fixed to rotate around its far left end. A support
pushes up with a force of 750 N at the midpoint of the board...
A diving board has length of 1.8 m and a total mass of 50 kg. However,...
A diving board has length of 1.8 m and a total mass of 50 kg. However, the mass is not uniformly distributed, so its center of mass is off center as shown in the diagram below. However, we know that the moment of inertia around the center of mass is 15 kg m². The board is fixed to rotate around its far left end. A support pushes up with a force of 750 N at the midpoint of the board...
A diving board has length of 1.8 m and a total mass of 65 kg. However,...
A diving board has length of 1.8 m and a total mass of 65 kg. However, the mass is not uniformly distributed, so its center of mass is off center as shown in the diagram below. However, we know that the moment of inertia around the center of mass is 20 kg m². The board is fixed to rotate around its far left end. A support pushes up with a force of 750 N at the midpoint of the board...
Calculate the forces that the supports A and B exert on the
diving board shown in (Figure 1) when a 58-kg person stands at its
tip.
Part A
Calculate the force that the support A exerts on the diving
board. Ignore the weight of the board.
Express your answer to two significant figures and include the
appropriate units. Enter positive value if the force is upward and
negative value if the force is downward.
FA =
-1710 N
Part B...
alculate the forces that the supports A and B exert on the
diving board shown in (Figure 1) when a 53-kg person stands at its
tip.
Figure
1 of 1
Part A
Calculate the force that the support A exerts on the diving
board. Ignore the weight of the board.
Express your answer to two significant figures and include the
appropriate units. Enter positive value if the force is upward and
negative value if the force is downward.
FA
F...
Calculate the forces that the supports A and B exert on the
diving board shown in (Figure 1) when a 56-kg person stands at its
tip.
Calculate the force that the support A exerts on the diving
board. Ignore the weight of the board.
Calculate the force that the support B exerts on the diving
board. Ignore the weight of the board.
Calculate the force that the support A exerts on the diving
board. Take into account the board's mass...
a) Calculate the forces FA and FB that the
supports exert on the diving board of the figure(Figure 1) when a
55kg person stands at its tip. Ignore the weight of the board.
Assume that x-axis points upward
b) Calculate the forces FA and FB that the
supports exert on the diving board when a 55kg person stands at its
tip. Take into account the board's mass of 32kg . Assume the
board's CG is at its center.
E. Rotational Dynamics and Equilibrium Diver L: 40m n = 14 m CM Axle Fulcrum A diving board (model it as a uniform rod, with / ML) has length L = 4.0 m and mass M = 35 kg. It is mounted on an axle at its left end. There is a support fulcrum located at r = 1.4 m from the axle. A diver of mass m - 45 kg stands at the far end of the board. Use...
need help asap!! thanks in advance
A diving board has length of 1.8 m and a total mass of 65 kg. However, the mass is not uniformly distributed, so its center of mass is off center as shown in the diagram below. However, we know that the moment of inertia around the center of mass is 20 kg m². The board is fixed to rotate around its far left end. A support pushes up with a force of 750 N...
A diving board has length of 1.8 m and a total mass of 65 kg.
However, the mass is not uniformly distributed, so its center of
mass is off center as shown in the diagram below. However, we know
that the moment of inertia around the center of mass is 20 kg m2.
The board is fixed to rotate around its far left end. A support
pushes up with a force of 750 N at the midpoint of the board...
A diving board has length of 1.8 m and a total mass of 50 kg. However, the mass is not uniformly distributed, so its center of mass is off center as shown in the diagram below. However, we know that the moment of inertia around the center of mass is 15 kg m². The board is fixed to rotate around its far left end. A support pushes up with a force of 750 N at the midpoint of the board...
A diving board has length of 1.8 m and a total mass of 65 kg. However, the mass is not uniformly distributed, so its center of mass is off center as shown in the diagram below. However, we know that the moment of inertia around the center of mass is 20 kg m². The board is fixed to rotate around its far left end. A support pushes up with a force of 750 N at the midpoint of the board...
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