For this question, ignore the mass of the board. Rank, from largest to smallest, the mass mm needed to keep the board from tipping over. What happens to the torque exerted by an object if you double its mass and halve the distance between it and the axis? The image consists of five scenarios labeled A, B, C, D, and E. Each scenario shows a horizontal beam with two blocks on it, a red one with mass "m" and an orange one with a specified mass. Distances on the beam relative to the blocks are highlighted with measurements.**Scenario A:**- Red block with mass "m."- Orange block with mass 100 kg on the right.- The distance between the red block and the orange block is 1.5 meters.- The distance from the orange block to the end of the beam is also 1.5 meters.**Scenario B:**- Red block with mass "m."- Orange block with mass 100 kg on the right.- The distance between the red block and the orange block is 0.75 meters.- The total length of the beam is 1.5 meters; the beam is divided into two segments, each 0.75 meters.**Scenario C:**- Red block with mass "m."- Orange block with mass 100 kg on the right.- The distance between the red block and the orange block is 1.5 meters.- The distance from the orange block to the end of the beam is 0.75 meters.**Scenario D:**- Red block with mass "m."- Orange block with mass 200 kg on the right.- The distance between the red block and the orange block is 1.5 meters.- The distance from the orange block to the end of the beam is 1.5 meters.**Scenario E:**- Red block with mass "m."- Orange block with mass 100 kg on the right.- The distance between the red block and the orange block is 1.5 meters.- The distance from the orange block to the end of the beam is 0.5 meters.Each setup presents a different distribution of mass and distance, suitable for studying principles such as torque, balance, and equilibrium.

Name: For this question, ignore the mass of the board. Rank, from largest to
Uploaded: 2024-03-20T06:57:25.000Z
Channel: Bartleby
Description: For this question, ignore the mass of the board. Rank, from largest to smallest, the mass mm needed to keep the board from tipping over. What happens to the torque exerted by an object if you double its mass and halve the distance between it and the