| 1.
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Explain and apply systems of measurement used in engineering
mechanics. (I)
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| 2.
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Apply Newton's laws to describe the interaction of forces upon
particles and particle systems. (I, IV)
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| 3.
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Apply Newton's laws to describe the motion of rigid bodies under the
action of forces and moments. (I, VI)
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| 4.
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Organize and format calculations to solve engineering mechanics
problems. (I, II, III, IV, V, VI, VII, VIII)
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| 5.
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Use vector addition, subtraction, and the dot and cross products of
vectors to solve engineering mechanics problems. (II, VIII)
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| 6.
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Calculate resultant force systems in two and three dimensions. (II,
IV, VI)
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| 7.
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Determine the rectilinear motion of a particle under constant or
variable acceleration. (III)
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| 8.
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Use cartesian, cylindrical, and tangent-normal coordinates to describe
the curvilinear motion of a particle. (III)
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| 9.
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Calculate the dependent motion of a system of particles. (III)
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| 10.
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Calculate the relative motion of particles in fixed and moving
reference frames. (III, V)
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| 11.
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Compute reaction forces in two and three dimensional equilibrium
problems. (VI)
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| 12.
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Analyze the effect of friction in both static and dynamic systems.
(VI, VII, VIII)
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| 13.
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Calculate the centroids of geometrical and composite figures in two
and three dimensional space. (VI)
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| 14.
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Calculate mass moments of inertia and centers of mass of rigid bodies.
(VI)
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| 15.
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Apply the work-energy principles to describe the motion of particles
and particles systems. (VII)
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| 16.
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Use conservation of energy theory to describe the motion of particles
and particle systems. (VII)
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| 17.
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Use the work-energy principle to describe the motion of a rigid body
in two dimensions. (VII)
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| 18.
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Apply the principles of impulse-momentum and conservation of momentum
to describe the motion of a particle in two dimensions. (VIII)
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