This question again refers to the situation in the inclined plane diagram above. Again, Carts B and C roll with negligible friction. The only significant forces in the problem are tension forces, normal forces, and gravity with g = 9.81 meters per second squared. The mass of block A is 2.6 kg. The mass of cart B is 2.4 kg. The mass of cart C is 1.6 kg. The angle theta = 0 = 63 degrees. Calculate the acceleration of block A in units of meters per second squared. Choose the positive direction for block A to be upward (an upward acceleration is positive and a downward acceleration is negative).
This question again refers to the situation in the inclined plane diagram above. Again, Carts B and C roll with negligible friction. The only significant forces in the problem are tension forces, normal forces, and gravity with g = 9.81 meters per second squared. The mass of block A is 2.6 kg. The mass of cart B is 2.4 kg. The mass of cart C is 1.6 kg. The angle theta = 0 = 63 degrees. Calculate the acceleration of block A in units of meters per second squared. Choose the positive direction for block A to be upward (an upward acceleration is positive and a downward acceleration is negative).
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
Transcribed Image Text:Inclined plane diagram:
Also String 1
String 2
String 1
B
C
A
The diagram above shows Carts B and C which roll without friction over an inclined plane. The plane is inclined at an angle of theta = 0 away from vertical, as
shown in the diagram. Carts B and C are connected by an essentially massless string. Another massless string runs from Cart B over a massless and frictionless
pulley to a hanging block, Block A.

Transcribed Image Text:This question again refers to the situation in the inclined plane
diagram above. Again, Carts B and C roll with negligible friction. The
only significant forces in the problem are tension forces, normal
forces, and gravity with g = 9.81 meters per second squared. The
mass of block A is 2.6 kg. The mass of cart B is 2.4 kg. The mass of
cart C is 1.6 kg. The angle theta = 0 = 63 degrees.
Calculate the acceleration of block A in units of meters per second
squared. Choose the positive direction for block A to be upward (an
upward acceleration is positive and a downward acceleration is
negative).
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