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Describing Motion: Acceleration

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Presentation on theme: "Describing Motion: Acceleration"β€” Presentation transcript:

1 Describing Motion: Acceleration

2 Acceleration To increase speed or change directions

3 Deceleration Occurs when change in speed, or acceleration, is in the negative direction

4 Calculating Acceleration
The equation for acceleration is π‘Ž= βˆ†π‘£ βˆ†π‘‘ or π‘Ž= π‘£π‘“βˆ’π‘£π‘– βˆ†π‘‘ a = acceleration βˆ†v = change in velocity Vf = final velocity Vi = initial velocity βˆ† t = change in time The unit for acceleration is m/s2

5 Acceleration and the Triangle Method
π‘Ž= π‘£π‘“βˆ’π‘£π‘– βˆ†π‘‘ Divide Change in speed a t Multiply

6 I can derive 3 equations from this triangle…
π‘Ž= π‘£π‘“βˆ’π‘£π‘– 𝑑 𝑑= π‘£π‘“βˆ’π‘£π‘– π‘Ž βˆ†π‘£=π‘Žπ‘‘ BE CAREFUL! Change in speed means Vf-Vi! Change in speed a t

7 Starting from rest, it took me 30 seconds to reach a speed of 4 m/s
Starting from rest, it took me 30 seconds to reach a speed of 4 m/s. At what rate did I accelerate?

8 What was my final velocity if I started at a rate of 2m/s and accelerated at rate of 3m/s2 for 10 seconds?

9 Speed/Time Graph The slope of a speed vs. time graph is acceleration.
Time is on the x axis Speed is on the y axis

10 Interpreting a speed time graph


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