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D'Alembert's principle reformulates Newton's laws of motion by incorporating the concept of virtual work, allowing for the analysis of dynamic systems in equilibrium. While Newton's laws focus on the forces acting on a body to determine its motion, D'Alembert's principle introduces the idea of inertia as a force, enabling the treatment of dynamics problems similarly to statics. Essentially, D'Alembert's principle provides a more generalized approach to mechanics, particularly useful in complex systems.

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