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what are the 2 parts of mechanics? |
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mechanics not related to mass |
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mechanics RELATED to mass |
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what are the 2 parts of kinetics? |
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what is the difference between statics and dynamics regarding acceleration? |
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statics does NOT involve acceleration because velocity is constant; dynamics DOES include acceleration |
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what is the difference between statics and dynamics regarding equilibrium systems? |
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statics deals with equilibrium systems, dynamics deals with non-equilibrium systems |
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mechanical descriptions of a linear motion independent of mass |
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what are some examples of linear kinematics? |
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location, displacement, velocity, speed, acceleration |
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translation: a movement of an object in which all the points of the object move through the same distance in the same direction during a given time period |
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Give an example of linear motion |
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pushing a wheelchair straight forward. Moving the eraser straight along the edge of the board |
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is curvilinear motion still linear motion? |
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a quantity that is represented by magnitude only |
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a quantity that is represented by both magnitude and direction |
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is speed scalar or vector? |
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is weight scalar or vector? |
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is distance scalar or vector |
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what is the Cartresian reference frame? |
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a graph with x, y (z) axes |
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what is another term for the Cartesian reference frame? |
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orthogonal reference frame |
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in the cartesian reference fram, what do x, y, z indicate? |
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in the Cartesian reference frame, what do I, j, and k indicate? |
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how do you write in an equation the position of point (x, y, z)? |
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what is the magnitude of the vector of point (x, y, z)? |
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can you just add and subtract vectors? |
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yes: you can add 2 velocities together, you can add 2 forces together, and so on |
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If you are given the velocity of the hand, elbow, and shoulder in a ball pitch, how to determine the velocity of the balll? |
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add the velocity of the hand, elbow shoulder = velocity of the ball |
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using vectors, how do we describe position of a point |
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using scalar, how do we describe the position of a point? |
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a scalar that describes the difference between positions (change in position) along the path traveled |
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a vector that describes the difference between positions or change in position including direction |
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which is more like going along a road: travel distance or displacement? |
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If position 1 = P1 = x1i +y1j and position 2 = P2 = x2i + y2j, then what is the displacement from P1 to P2? |
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P2 - P1 = x2i + y2j - x1i - y1j |
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what is the displacement of a 400m run on a track? |
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what is the travel distance of a 400m run on a track? |
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the scalar quantity that describes the rate of travel with respect to time |
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the vector quantity that describes the rate of displacement with respect to time |
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is speed or velocity equal to travel distance/duration? |
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speed = travel distance/duration |
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what is the magnitude of velocity? |
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the square root of the sum of squares of velocities in all different directions |
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is speed or velocity equal to displacement/duration? |
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V = displacement/duiration |
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define instantatneous speed |
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speed at a specific time point = average speed over a very short time period |
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define instantaneous velocity |
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velocity at a specific time point = average velocity over a very short time period |
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when will average and instantaneous velocity have the same magnitude? |
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when velocity is constant |
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what two types of speed and velocity have the same magnitude? |
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the scalar or vector that describes the rate of the change in speed or velocity |
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what is the formula for average acceleration |
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change in speed or velocity divided by duration |
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define instantaneous acceleration |
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acceleration at a specific time point = average acceleration during a short duration |
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what is the area under the curve in a velocity vs time graph |
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what is the slope of the line in a velocity vs time graph |
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acceleration at a specific time point = average acceleration during a short duration |
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how do you calculate the non-constant speed or velocity over time? |
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sum up many small rhomboids |
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do instantaneous speed and velocity have the same magnitude? |
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