Two parents are doing some home improvement and their baby falls asleep on a board they are moving (parents of the year). The board is 3.80 m long and the baby is 0.45 m from one end of the board. The parents are holding the board from either edge. The board has a mass of 3.1 kg and the baby has a mass of 10.2 kg. a. Draw a free-body diagram and label each force and distances. Also choose and mark a pivot point for your board on the drawing.

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Chapter11: Energy And Its Conservation
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Problem 65A
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d. Solve for the force exerted by each parent. Indicate which of the forces is applied by the parent closer to the baby.
Transcribed Image Text:d. Solve for the force exerted by each parent. Indicate which of the forces is applied by the parent closer to the baby.
**Problem Statement:**

3. Two parents are doing some home improvement and their baby falls asleep on a board they are moving (parents of the year). The board is 3.80 m long and the baby is 0.45 m from one end of the board. The parents are holding the board from either edge. The board has a mass of 3.1 kg and the baby has a mass of 10.2 kg.

**Tasks:**

a. Draw a free-body diagram and label each force and distance. Also, choose and mark a pivot point for your board on the drawing.

b. Write out the equations for the sum of forces (ΣF) and the sum of torques (Στ) for your diagram. Don't solve them yet.

c. For each of the torques you wrote down in part b, use the right-hand rule to determine whether the direction of torque is into the page or out of the page.
Transcribed Image Text:**Problem Statement:** 3. Two parents are doing some home improvement and their baby falls asleep on a board they are moving (parents of the year). The board is 3.80 m long and the baby is 0.45 m from one end of the board. The parents are holding the board from either edge. The board has a mass of 3.1 kg and the baby has a mass of 10.2 kg. **Tasks:** a. Draw a free-body diagram and label each force and distance. Also, choose and mark a pivot point for your board on the drawing. b. Write out the equations for the sum of forces (ΣF) and the sum of torques (Στ) for your diagram. Don't solve them yet. c. For each of the torques you wrote down in part b, use the right-hand rule to determine whether the direction of torque is into the page or out of the page.
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