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Motion in a Straight Line
position: a distance in a certain direction from a reference point reference pt. x position: 50 m to the East 50 m 50 m position is a vector quantity; direction is important 50 m to the South vector quantity: described by both a magnitude (a size) and a direction ; example: 50 m to the East scalar quantity: described by magnitude only
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ex. A man walks 60 m to the east and then 40 m to the west
starting pt. 60 m x 20 m East 40 m (a) What distance did the man walk? 100 m distance: a length traveled; a scalar quantity ; depends on path taken (b) What is the man’s displacement? 20 m to the East displacement: a change of position ; independent of path taken ; depends only on difference between initial and final positions ; vector quantity
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ex. The highway distance from Indianapolis to Denver is 1712 km. If
the driving time is hr, what is the average speed for the trip? Average speed: distance traveled in a certain time interval ; scalar d 1712 km v = = = v = km/hr t 29.25 hr Instantaneous speed: speed at a particular instant velocity: speed in a particular direction ; vector Average velocity of trip to Denver:
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ex. The highway distance from Indianapolis to Denver is 1712 km. If
the driving time is hr, what is the average speed for the trip? Average speed: distance traveled in a certain time interval ; scalar d 1712 km v = = = v = km/hr t 29.25 hr Instantaneous speed: speed at a particular instant velocity: speed in a particular direction ; vector Average velocity of trip to Denver: v = v = km/hr to the West
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Relative to train: v = 15 m/s 15 m/s
Ball’s velocity: Tom Bill Relative to train: v = 15 m/s 15 m/s Relative to Earth: v = 15 m/s Ball’s velocity: 20 m/s Relative to train: v = 15 m/s 15 m/s Relative to Earth: v = 35 m/s Ball’s velocity: 20 m/s 15 m/s Relative to train: v = 15 m/s Relative to Earth: v = 5 m/s
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Relative to train: v = + 15 m/s + 15 m/s
Ball’s velocity: Tom Bill Relative to train: v = m/s + 15 m/s Relative to Earth: v = m/s Ball’s velocity: + 20 m/s Relative to train: v = m/s + 15 m/s Relative to Earth: v = + 35 m/s Ball’s velocity: + 20 m/s - 15 m/s Relative to train: v = m/s Relative to Earth: v = + 5 m/s
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Check this out: Ball’s velocity: + 20 m/s - 20 m/s Relative to train:
v = m/s Relative to Earth: v = 0 Check this out:
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Aristotle: Heavy objects fall faster than light objects
Falling Objects Aristotle: Heavy objects fall faster than light objects Galileo: All objects fall at the same rate, in a vacuum, regardless of their mass Check this out: go to 1:59, watch until 3:40
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