A block of mass m_(1)=8kg that is free to move along a horizontal frictionless table, is connected by a string that wraps over a frictionless pulley to a second block of mass m_(2)=3kg which is hanging above the ground. The table is accelerating upward with constant acceleration a_(0)=2(m)/(s^(2)). a. At which acceleration does block m_(2) falls

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A block of mass m_(1)=8kg that is free to move along a horizontal frictionless table, is connected by a string that wraps over a frictionless pulley to a second block of mass m_(2)=3kg which is hanging above the ground. The table is accelerating upward with constant acceleration a_(0)=2(m)/(s^(2)). a. At which acceleration does block m_(2) falls relative to the table (that is, relative to an observer that is standing on the table)? 6.45 One possible correct answer is: 3.2181818181818 Now the table is accelerated to the right with acceleration a_(0), as seen in the figure: b. What will be the downward acceleration of block m_(2) relative to the table in this case? One possible correct answer is: 1.2181818181818

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