The three blocks in the figure are on a frictionless surface. If F = 48.0 N, m1 = 2.0 kg, m2 = 1.5 kg, and m3 = 3.5 kg, what is the tension in the cord?
Question 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 width=435 height=153 />
a.
24.0 N
b.
6.86 N
c.
13.7 N
d.
32.0 N"