Blocks A and B have weights of 44 N and 22 N, respectively. (a) Determine the minimum weight of block C to keep A from sliding if between A and the table is 0.20. (b) Block C suddenly is lifted off A. What is the acceleration of block A if 3 between A and the table is 0.15?
a)
T=22 N,
"N=\\frac{T}{\\mu _s}=110~N,"
W=110-44=66 N,
b)
"\\begin{cases}\n T-\\mu_k N=m_A a, \\\\\n m_B g-T=m_B a;\n\\end{cases}"
"a=\\frac{9.8\\cdot (22-0.15\\cdot 44)}{66}=2.3 ~\\frac{m}{s^2}."
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