IPC NOTES Acceleration ACCELERATION acceleration the rate of

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IPC NOTES Acceleration

IPC NOTES Acceleration

ACCELERATION acceleration – the rate of change in velocity

ACCELERATION acceleration – the rate of change in velocity

ACCELERATION positive acceleration – occurs when an object speeds up negative acceleration occurs when

ACCELERATION positive acceleration – occurs when an object speeds up negative acceleration occurs when an object slows down

GRAPHING VELOCITY VS. TIME Graphing velocity vs. time shows acceleration. Time = independent variable

GRAPHING VELOCITY VS. TIME Graphing velocity vs. time shows acceleration. Time = independent variable = X -axis Velocity = dependent variable = Y-axis

GRAPHING VELOCITY VS. TIME What is the velocity at 15 s?

GRAPHING VELOCITY VS. TIME What is the velocity at 15 s?

GRAPHING VELOCITY VS. TIME What is happening to the acceleration between 0 s and

GRAPHING VELOCITY VS. TIME What is happening to the acceleration between 0 s and 5 s?

GRAPHING VELOCITY VS. TIME What is happening to the acceleration between 5 s and

GRAPHING VELOCITY VS. TIME What is happening to the acceleration between 5 s and 10 s?

GRAPHING VELOCITY VS. TIME What is happening to the acceleration between 10 s and

GRAPHING VELOCITY VS. TIME What is happening to the acceleration between 10 s and 15 s?

GRAPHING VELOCITY VS. TIME What is happening at a time of 25 s?

GRAPHING VELOCITY VS. TIME What is happening at a time of 25 s?

CALCULATING ACCELERATION a = ΔV t 2 a = acceleration (m/s ) ΔV =

CALCULATING ACCELERATION a = ΔV t 2 a = acceleration (m/s ) ΔV = change in velocity (m/s) t = time (s)

PRACTICE PROBLEM #1 While participating in the "Tractor Race Finals", Bob accelerates his tractor

PRACTICE PROBLEM #1 While participating in the "Tractor Race Finals", Bob accelerates his tractor from rest to a speed of 18 m/s in 6 s. What is his acceleration?

PRACTICE PROBLEM #2 A bug moves down the hall at 1. 2 m/s. When

PRACTICE PROBLEM #2 A bug moves down the hall at 1. 2 m/s. When he sees the janitor coming, he begins to run. After 3. 2 s, he is moving at 3. 6 m/s. What is his acceleration?

PRACTICE PROBLEM #3 Jenny spent too much time fixing her hair and is late

PRACTICE PROBLEM #3 Jenny spent too much time fixing her hair and is late for the bus. She runs 18 m/s to catch it, but realizes she can't make it. She slows down and stops in 4. 5 s. Calculate her acceleration.