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Using graphs Another way to describe the motion of the ball is by the use of motion graphs. Convert the diagram in Figure 2 to graph by following the guide below. I. Fill up Table 1 using the data in Figure 2. Note that the positions of the ball are shown every 5 seconds. Table 1: Position of the ball vs time II.

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6. Describe the rotational motion of an object in terms of rotational position, velocity, and acceleration. 7. Use rotational kinematic equations to solve problems for objects rotating at constant acceleration. 8. Utilize the definitions of torque and Newton’s 2nd Law for Ro-tational Motion to solve static equilibrium problems. 9. For each of diagram, determine the net force acting on the object. Follow the format for showing your work shown in (a). Then, write whether or not there will be a change in motion. If yes, write the direction the object will move in. a. Net force: 4 N – 2 N = 2 N to the left. Change in motion: The box will move to the left. b. Net force: Change in motion: Using LearnZillion’s curriculum, my students are extremely engaged in the learning and, importantly, I have seen a rise in their level of self-confidence. It's a game-changer and and has enabled me to spend more time focusing on learner behavior and grit. Niki Gaines, Davis Joint Unified School District, California

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Joint Range of Motion Data Using a Goniometer Goniometers available from Introduction Joint flexibility is defined as the range of motion (ROM) allowed at a joint. A joint's ROM is usually measured by the number of degrees from the starting position of a segment to its position at the end of its full range of the movement.

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Unlike radial motion, which is along our line of sight (i.e., toward or away from Earth), this motion, called proper motion, is transverse: that is, across our line of sight. We see it as a change in the relative positions of the stars on the celestial sphere (Figure 3). These changes are very slow. This means that there is a natural tendency of objects to keep on doing what they're doing. All objects resist changes in their state of motion. In the absence of an unbalanced force, an object in motion will maintain this state of motion. Let's study the "skater" to understand this a little better. What is the motion in this picture?

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Diagrams can also represent the motion. One type of motion diagram is a ticker-tape diagram. A stationary "ticker" makes a mark at regular time intervals. A moving object drags a tape past the ticker, and a trail of marks is left on the tape. For an object moving with uniform velocity the marks are spaced uniformly on the tape.