. The diagram below shows to blocks of mass M1 = 10.0 kg and M2 = 25.0 kg. The upper block is connected to a wall by a string. The bottom block is pulled by a force F. The coefficients of friction between the two blocks are usb = 0.24 and ukb 0.15. The coefficients of friction between the bottom blocks and the table are ust = 0.30 and ukt = 0.10. a. (a) Find the maximum value of F, such that the blocks do not slip. Find the %3D %3D tension in the string. b. (b) If F is 100 N, find the initial acceleration of the lower block. Also find the tension in the string. M F M2

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10. The diagram below shows to blocks of mass M1 = 10.0 kg and M2 = 25.0 kg. The
upper block is connected to a wall by a string. The bottom block is pulled by a force
F. The coefficients of friction between the two blocks are usb = 0.24 and ukb
0.15. The coefficients of friction between the bottom blocks and the table are ust =
0.30 and ukt = 0.10.
%D
ww
a. (a) Find the maximum value of F, such that the blocks do not slip. Find the
tension in the string.
b. (b) If F is 100 N, find the initial acceleration of the lower block. Also find the
tension in the string.
M
F
M2
Transcribed Image Text:10. The diagram below shows to blocks of mass M1 = 10.0 kg and M2 = 25.0 kg. The upper block is connected to a wall by a string. The bottom block is pulled by a force F. The coefficients of friction between the two blocks are usb = 0.24 and ukb 0.15. The coefficients of friction between the bottom blocks and the table are ust = 0.30 and ukt = 0.10. %D ww a. (a) Find the maximum value of F, such that the blocks do not slip. Find the tension in the string. b. (b) If F is 100 N, find the initial acceleration of the lower block. Also find the tension in the string. M F M2
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