A hydraulic cylinder lifts a car (F2) delivering a force of 15000 N. The diameter of the small cylinder is 6 cm and the diameter of the large cylinder is 15 cm. Find the necessary applied force (F1). F, A A2

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Chapter1: Units, Trigonometry. And Vectors
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**Hydraulic Cylinder Problem**

A hydraulic cylinder lifts a car (F₂) delivering a force of 15,000 N. The diameter of the small cylinder is 6 cm, and the diameter of the large cylinder is 15 cm. Find the necessary applied force (F₁).

**Diagram Explanation:**

- The diagram shows two cylinders connected in a hydraulic system.
- Cylinder A₁ is the smaller cylinder with force F₁ applied downward.
- Cylinder A₂ is the larger cylinder with force F₂ applied upward.

**Measurements:**

- Diameter of small cylinder (A₁): 6 cm
- Diameter of large cylinder (A₂): 15 cm

**Objective:**

Calculate the force F₁ needed to lift the car using the given dimensions and force F₂.
Transcribed Image Text:**Hydraulic Cylinder Problem** A hydraulic cylinder lifts a car (F₂) delivering a force of 15,000 N. The diameter of the small cylinder is 6 cm, and the diameter of the large cylinder is 15 cm. Find the necessary applied force (F₁). **Diagram Explanation:** - The diagram shows two cylinders connected in a hydraulic system. - Cylinder A₁ is the smaller cylinder with force F₁ applied downward. - Cylinder A₂ is the larger cylinder with force F₂ applied upward. **Measurements:** - Diameter of small cylinder (A₁): 6 cm - Diameter of large cylinder (A₂): 15 cm **Objective:** Calculate the force F₁ needed to lift the car using the given dimensions and force F₂.
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