Focuses strictly on the geometry of motion without considering the forces causing it. Explores rectilinear, curvilinear, and relative motion. Introduces diverse coordinate systems: rectangular , normal-tangential , and polar
Applies the three standard kinetic methods (force-mass-acceleration, work-energy, impulse-momentum) specifically to rigid bodies undergoing planar motion.
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– Establishes the history, basic concepts, Newton's laws, and units (SI and U.S. Customary) used throughout the text. Focuses strictly on the geometry of motion without
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Applies force-mass-acceleration, work-energy, and impulse-momentum equations to solid, non-deformable bodies with mass moments of inertia.
In Chapter 2, pay obsessive attention to when to use rectangular, polar, or normal-tangential coordinates. Selecting the correct coordinate system often reduces a multi-page calculus nightmare into a few lines of basic algebra.
Before reading a chapter, copy all the key equations onto a blank sheet of paper. As you read Meriam’s derivations, annotate where those equations come from.