part. Consider the system of two blocks shown in (Figure 1). The blocks are released from...
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part. Consider the system of two blocks shown in (Figure 1). The blocks are released from rest. While the two blocks are moving, the tension in the light rope that connects them is 35.0 N. Part G If the work-energy theorem is applied to the two blocks considered together as a composite system, use the theorem to find the net work done on the system during the 0.900 m downward displacement of the 6.00 kg block. Express your answer with the appropriate units. HA Wtot = Value Units Submit Reguest Answer Figure < 1 of 1> Part H How much work was done on the system of two blocks by gravity? 8.00 kg Express your answer with the appropriate units. ? Ww = Value Units Submit Request Answer 6.00 kg Part I How much work was done on the system of two blocks by friction? Express your answer with the appropriate units. ? W; = Value Units Submit Request Answer Part J How much work was done on the system of two blocks by tension? Express your answer with the appropriate units. WT = Value Units Submit Request Answer part. Consider the system of two blocks shown in (Figure 1). The blocks are released from rest. While the two blocks are moving, the tension in the light rope that connects them is 35.0 N. Part G If the work-energy theorem is applied to the two blocks considered together as a composite system, use the theorem to find the net work done on the system during the 0.900 m downward displacement of the 6.00 kg block. Express your answer with the appropriate units. HA Wtot = Value Units Submit Reguest Answer Figure < 1 of 1> Part H How much work was done on the system of two blocks by gravity? 8.00 kg Express your answer with the appropriate units. ? Ww = Value Units Submit Request Answer 6.00 kg Part I How much work was done on the system of two blocks by friction? Express your answer with the appropriate units. ? W; = Value Units Submit Request Answer Part J How much work was done on the system of two blocks by tension? Express your answer with the appropriate units. WT = Value Units Submit Request Answer
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