A beam of length 11 m is supported as shown below. There is a pin in the bottom end of the beam and a mass hanging from the top end of the beam. If the mass of the beam is mb =264 kg, the hanging block has a mass of m1 =81.8 kg, theta = 50.1 degrees, and phi = 35.1 degrees, what is magnitude of the tension in the wire attaching the beam to the ground? The diagram depicts a mechanical system involving an inclined plane and a hinged rod. Key elements in the diagram:1. **Inclined Plane**: A sloped surface is shown, making an angle \(\theta\) with the horizontal base.2. **Rod**: A rod labeled \(m_b\) is positioned along the inclined plane. Its lower end is hinged at the base of the plane, allowing it to pivot. 3. **Angles**: - \(\theta\): The angle between the inclined plane and the horizontal surface. - \(\phi\): The angle between the rod \(m_b\) and the inclined plane.4. **Hanging Mass**: A mass labeled \(m_1\) is attached at the upper end of the rod, hanging vertically.This setup is often used to analyze forces in mechanics, considering tensions, gravitational forces, and moments about the pivot point.

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A beam of length 11 m is supported as shown below. There is a pin in the bottom end of the beam and a mass hanging from the top end of the beam. If the mass of the beam is mb =264 kg, the hanging block has a mass of m1 =81.8 kg, theta = 50.1 degrees, and phi = 35.1 degrees, what is magnitude of the tension in the wire attaching the beam to the ground?

A beam of length 11 m is supported as shown below. There is a pin in the bottom end of the beam and a mass hanging from the top end of the beam. If the mass of the beam is mb =264 kg, the hanging block has a mass of m1 =81.8 kg, theta = 50.1 degrees, and phi = 35.1 degrees, what is magnitude of the tension in the wire attaching the beam to the ground?

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