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Back Lesson Print NAME DATE CLASS Motion in One Dimension Problem A AVERAGE VELOCITY AND DISPLACEMENT PROBLEM The fastest fish, the sailfish, can swim 1.2 102 km/h. Suppose you have a friend who lives
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How to Fill Out Motion in One Dimension:

01
Start by determining the initial position of the object. This can be represented by a specific numerical value or by using a reference point.
02
Calculate the initial velocity of the object. This refers to the speed and direction at which the object is initially moving.
03
Determine if there is a constant acceleration acting on the object. If there is, consider the acceleration value and direction.
04
Use the appropriate equations of motion to calculate the displacement, final velocity, and time taken by the object for specific scenarios.
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If necessary, repeat the above steps for different time intervals or under different conditions to fully understand and describe the motion.

Who Needs Motion in One Dimension:

01
Physics students: Motion in one dimension is one of the fundamental topics in physics. Students studying mechanics or kinematics need to understand this concept to solve problems related to linear motion.
02
Engineers: Motion in one dimension is applicable in various engineering fields such as civil, mechanical, and electrical engineering. Engineers often deal with linear motion in designing and analyzing structures, machines, and systems.
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Astronomers: Although motion in space can be more complex, understanding the basics of motion in one dimension is important for astronomers to study the motion of celestial objects along a single axis.
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Athletes: Some sports, particularly those involving straight-line running or jumping, rely on an understanding of motion in one dimension. Athletes use this knowledge to optimize their performance through techniques such as acceleration and velocity control.
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Motion in one dimension refers to the movement of an object in a straight line, without any change in direction.
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