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a 50-kg couch is pushed by a 600 n force rightward against a constant 200 n force of friction directed leftward. the couch experiences an acceleration of ______ $m/s^{2}$ rightward (take the right direction to be positive).
Step1: Calculate net force
$F_{net} = F_{push} - F_{friction} = 600\ \text{N} - 200\ \text{N} = 400\ \text{N}$
Step2: Apply Newton's second law
$a = \frac{F_{net}}{m} = \frac{400\ \text{N}}{50\ \text{kg}}$
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$8$ $\text{m/s}^2$