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No friction m1 A block of mass m1 = 3.4 kg is on a plane inclined at an angle of 0 = 65 degrees away from vertical %3D (see the diagram above). The block begins from rest and then slides a distance 2.7 meters along a surface with negligible friction. It then reaches a long section of the plane with a coefficient of kinetic friction HK = 0.77, as shown by the red and black region in the diagram above. Let g = 9.8 %3D meters per second squared. Find the total distance (in meters) that the block slid along the inclined plane before coming to a stop (this is the length of the region without friction plus the distance that the block slid along the region with kinetic friction).

No friction m1 A block of mass m1 = 3.4 kg is on a plane inclined at an angle of 0 = 65 degrees away from vertical %3D (see the diagram above). The block begins from rest and then slides a distance 2.7 meters along a surface with negligible friction. It then reaches a long section of the plane with a coefficient of kinetic friction HK = 0.77, as shown by the red and black region in the diagram above. Let g = 9.8 %3D meters per second squared. Find the total distance (in meters) that the block slid along the inclined plane before coming to a stop (this is the length of the region without friction plus the distance that the block slid along the region with kinetic friction).

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No friction m1 A block of mass m1 = 3.4 kg is on a plane inclined at an angle of 0 = 65 degrees away from vertical (see the diagram above). The block begins from rest and then slides a distance 2.7 meters along a surface with negligible friction. It then reaches a long section of the plane with a coefficient of kinetic friction UK = 0.77, as shown by the red and black region in the diagram above. Let g = 9.8 meters per second squared. Find the total distance (in meters) that the block slid along the inclined plane before coming to a stop (this is the length of the region without friction plus the distance that the block slid along the region with kinetic friction).
Transcribed Image Text:No friction m1 A block of mass m1 = 3.4 kg is on a plane inclined at an angle of 0 = 65 degrees away from vertical (see the diagram above). The block begins from rest and then slides a distance 2.7 meters along a surface with negligible friction. It then reaches a long section of the plane with a coefficient of kinetic friction UK = 0.77, as shown by the red and black region in the diagram above. Let g = 9.8 meters per second squared. Find the total distance (in meters) that the block slid along the inclined plane before coming to a stop (this is the length of the region without friction plus the distance that the block slid along the region with kinetic friction).
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