
Discover why the work done by a spring force over a full cycle is zero, involving potential energy and conservative forces.

Discover how the formula 1/2 kx^2 defines potential energy in springs and its importance in mechanics.

Discover the formula for spring mechanics with Hooke's Law: F = -kx. Learn how springs respond to forces.

Learn the expression for work done by a spring force with insights from Hooke's Law. Essential for physics and engineering.

Explore what ΣF = 0 means in physics, indicating equilibrium in forces and its application in engineering and structural stability.

Learn the formula for calculating work done by gravity and its significance in energy transfer.

Discover why the work done by a spring is classified as negative, opposing deformation and storing potential energy.

Explore Hooke's Law and discover how to calculate work done using the spring constant and displacement.