From the diagram above, a weight W = 60 N is suspended horizontally by a string attached to a wall.

From the diagram above, a weight W = 60 N is suspended horizontally by a string attached to a wall. Find tension T on the string In this video, we explore the concept of tension in a string and its application in physics and engineering. We'll explain what tension is and how it arises in various systems, such as pulleys, ropes, and cables. Using practical demonstrations and clear examples, we'll illustrate how tension forces are distributed and calculated in different configurations. You'll learn about the factors that affect tension, such as the angle of the string and external forces applied to the system. We'll also cover how tension plays a crucial role in maintaining equilibrium and transmitting forces in mechanical systems. Whether you're a student studying mechanics, an engineer designing structures, or simply curious about the physics behind tension forces, this video will provide valuable insights into understanding and calculating tension in string systems.