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11.3 Acceleration. Objectives. Represent and analyze the motion of an object graphically. Analyze the velocity of two objects in terms of distance and time (i.e., verbally, diagrammatically, graphically, mathematically).
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Objectives • Represent and analyze the motion of an object graphically. • Analyze the velocity of two objects in terms of distance and time (i.e., verbally, diagrammatically, graphically, mathematically). • Measure and analyze an object’s motion in terms of speed, velocity, and acceleration (i.e., verbally, diagrammatically, graphically).
Introduction • As the ball falls, how does its speed change? • What happens as the ball rises from the ground back to his/her hand? • At what point(s) does the ball have zero velocity? • How does the velocity of the ball change?
What is Acceleration? • Acceleration is the rate at which velocity changes. • Acceleration can be described as changes in speed, changes in direction, or changes in both. • Acceleration is a vector.
I have a challenge… Three volunteers… Prizes involved…
What is Acceleration? B. Acceleration can occur when… • An increase in speed. • A decrease in speed. • A change in direction.
Roller Coasters Everest Roller Coaster Kingda Ka Goliath Roller Coaster
Changes in Speed? C. An example of acceleration due to change is speed is free fall. • Free fall – the movement of an object toward Earth solely because of gravity. • The acceleration of gravity on Earth is 9.8 m/s2. • This means as things fall, their speed increases by 9.8 m/s.
Constant Acceleration D. Constant Acceleration is a steady change in velocity. • Velocity changes the same amount each second.
Objectives • Represent and analyze the motion of an object graphically. • Analyze the velocity of two objects in terms of distance and time (i.e., verbally, diagrammatically, graphically, mathematically). • Measure and analyze an object’s motion in terms of speed, velocity, and acceleration (i.e., verbally, diagrammatically, graphically).
Calculating Acceleration E. You calculate acceleration for straight-line motion by dividing the change in velocity by the total time. Acceleration = Δ velocity = (νf– νi) total time t
Instantaneous Acceleration F. Instantaneous acceleration is how fast a velocity is changing at a specific instant.
Acceleration Practice • A car speeds up from 20 km/h to 35 km/h in 3 seconds. What is its acceleration? Given: Work: Formula: Answer:
Acceleration Practice 2. A car slows from 40 km/h to 0 km/h in 5 seconds. What is its acceleration? Given: Work: Formula: Answer:
Closure & Objectives • Represent and analyze the motion of an object graphically. • Analyze the velocity of two objects in terms of distance and time (i.e., verbally, diagrammatically, graphically, mathematically). • Measure and analyze an object’s motion in terms of speed, velocity, and acceleration (i.e., verbally, diagrammatically, graphically