6 In the diagram shown, m1 = m2 = 30° and B = 45°. 25kg. Set a = m1 F. a. Calculate the tension, F1, assuming that all of the masses are in equilibrium. (Hint: which system is the easiest to use to determine this?) m2 m3 b. Calculate the tensi which system is the easiest to use to determine this?) F3, assuming that all of the ma are in equilibrium. (Hint: c. Calculate the mass, m3, required to keep all of the masses are in equilibrium.

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Chapter4: Dynamics: Force And Newton's Laws Of Motion
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6 In the diagram shown, m1 = m2 = 25kg. Set a =
30° and B = 45°.
m1
F.
a. Calculate the tension, F1, assuming that all of
the masses are in equilibrium. (Hint: which system
is the easiest to use to determine this?)
m2
m3
b. Calculate the tension, F3, assuming that all of the masses are in equilibrium. (Hint:
which system is the easiest to use to determine this?)
c. Calculate the mass, m3, required to keep all of the masses are in equilibrium.
Transcribed Image Text:6 In the diagram shown, m1 = m2 = 25kg. Set a = 30° and B = 45°. m1 F. a. Calculate the tension, F1, assuming that all of the masses are in equilibrium. (Hint: which system is the easiest to use to determine this?) m2 m3 b. Calculate the tension, F3, assuming that all of the masses are in equilibrium. (Hint: which system is the easiest to use to determine this?) c. Calculate the mass, m3, required to keep all of the masses are in equilibrium.
d. Determine the mass, m3, assuming that m1 and m, are accelerating down the ramp at
a rate of 3.0m/s?.
e. Determine the mass, m3, assuming that m, and m2 are accelerating up the ramp at a
rate of 3.0m/s.
Transcribed Image Text:d. Determine the mass, m3, assuming that m1 and m, are accelerating down the ramp at a rate of 3.0m/s?. e. Determine the mass, m3, assuming that m, and m2 are accelerating up the ramp at a rate of 3.0m/s.
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