Shown above are three masses of \(6\,\text{kg}\), \(3\,\text{kg}\), and \(1\,\text{kg}\) (in order from left to right). You pull on the \(1\,\text{kg}\) mass with a force \(F\) of \(15\,\text{N}\) along a frictionless surface.(a) Find the acceleration of the system. , (b) Find the tension \(T_1\) of the string between the \(6\,\text{kg}\) mass and the \(3\,\text{kg}\) mass. , (c) Find the tension \(T_2\) of the string between the \(3\,\text{kg}\) mass and the \(1\,\text{kg}\) mass. :

\(a = 1.5 \text{ m/s}^2\) \(T_1 = 9 \text{ N}\) \(T_2 = 13.5 \text{ N}\)

Shown above are three masses of \(6\,\text{kg}\), \(3\,\text{kg}\), and \(1\,\text{kg}\) (in order from left to right). You pull on the \(1\,\text{kg}\) mass with a force \(F\) of \(15\,\text{N}\) along a frictionless surface. • Nerd Notes

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AP Physics 1

2.5 Newton’s Second Law

2.3 Newton’s Third Law

2.2 Forces and Free-Body Diagrams

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Figure 1. Three blocks connected by strings, pulled to the right by force F.

Shown above are three masses of \(6\,\text{kg}\), \(3\,\text{kg}\), and \(1\,\text{kg}\) (in order from left to right). You pull on the \(1\,\text{kg}\) mass with a force \(F\) of \(15\,\text{N}\) along a frictionless surface.

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