Two masses are connected by a string as presented in the figure. mA exttipm_m Am_A= 3.6 kg rests on a frictionmuch less inclined airplane, while mB exttipm_m Bm_B= 4.6 kg is initially organized at a height of h exttiphh= 0.75 m above the floor.(a) If mB is permitted to autumn, what will be the resulting acceleration of the masses?(b) If the masses were initially at rest, use the kinematic equations to find their velocity just before mB hits the floor.(c) Use conservation of power to discover the velocity of the masses simply before mB hits the floor.




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What scientific principle do you have to recognize in order to settle this problem?

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