1. + Do Now Turn in your Core Values Self-Evaluation from Friday. Grab your calculator from the box on the front table. Answer the Do Now questions on a separate piece of paper. If you had to choose to walk one of two routes to the same destination, which would you choose, the shortcut or the long way? If you take the shortcut, do you end up in a different place than the long way? If no, why is the shortcut the better way to go? Write down a measurement that has no direction to it. Write down a measurement that has a direction attached to it.

2. + Agenda 5 min Do Now 5 min Important Dates 20 min Vectors and Scalars 20 min Distance and Displacement 5 min Exit Ticket

3. + Agenda 5 min Do Now 5 min Important Dates 20 min Vectors and Scalars 20 min Distance and Displacement 5 min Exit Ticket

4. + Important Dates & Reminders Monday, October 1 st Monthly News Project DUE! Wednesday, September 26 th Lab Reports Due! October 11 th -14 th Fall Break Thursday, October 4 th Last day to get Pizza Hut fundraising in!

5. + Agenda 5 min Do Now 5 min Important Dates 20 min Vectors and Scalars 20 min Distance and Displacement 5 min Exit Ticket

6. + Unit 2: Kinematics Describes the movement of objects using words, diagrams, numbers, graphs, and equations.

7. + What’s the difference between these two measurements? To get from MASE to Kroger, you need to travel about 15 seconds down Jefferson and about 30 seconds down Cleveland. To get from MASE to Kroger, I would travel about ¼ mile west from the parking lot and then at the light, I would travel about ½ mile west again, pass the light at Poplar and there’s Kroger. From MASE, Kroger is a little ½ mile southwest of us. Measurement 1Measurement 2

8. + Scalars have magnitude (or size) ONLY You only know size but no direction of movement How much something has changed position is called distance Examples: temperature, mass, energy, speed Demonstration: moving a brick The brick moved 5 meters.

9. + Vectors have magnitude AND direction A vector is a numerical value (magnitude, or size) in a specific direction Vectors are drawn as arrows and the direction of the arrow is the direction of the vector while the length of the arrow is the magnitude

10. + Vectors How would you describe the direction of the block moving in terms of a vector quantity? The brick moved 5 meters to the right This measurement which includes direction is called a displacement.

11. + Real World Application: Football A quarterback’s pass is a great example of a vector because it has direction (usually somewhere downfield) and magnitude (how hard the ball is thrown) Video from NBC

12. + Real World Application: Billiards/Pool Billiard ball velocity vector would tell us the speed its going (magnitude) and in what direction We saw in the video that vectors can be added together to make a parallelogram This helps us figure out what would happen to one still ball hit by one that is moving at a specific velocity Billiards players use vectors to predict where both balls will go upon impact

13. + Real World Application: Boats and Planes Imagine a situation where you're in a boat or a plane, and you need to plot a course. There aren't streets or signs along the way. You will need to plan your navigation on a map. You know where you're starting and where you want to be. The problem is how to get there.

14. + Guided Practice QuantityScalar or Vector? 10 m/s 30 N to the right 5 minutes 0.0004 km Mass Speed Velocity

15. + Guided Practice QuantityScalar or Vector? 10 m/sScalar – this is SPEED 30 N to the right 5 minutes 0.0004 km Mass Speed Velocity

16. + Guided Practice QuantityScalar or Vector? 10 m/sScalar – this is SPEED 30 N to the rightVector – there is a direction 5 minutes 0.0004 km Mass Speed Velocity

17. + Guided Practice QuantityScalar or Vector? 10 m/sScalar – this is SPEED 30 N to the rightVector – there is a direction 5 minutesScalar – time, no direction 0.0004 km Mass Speed Velocity

18. + Guided Practice QuantityScalar or Vector? 10 m/sScalar – this is SPEED 30 N to the rightVector – there is a direction 5 minutesScalar – time, no direction 0.0004 kmDistance – no direction Mass Speed Velocity

19. + Guided Practice QuantityScalar or Vector? 10 m/sScalar – this is SPEED 30 N to the rightVector – there is a direction 5 minutesScalar – time, no direction 0.0004 kmDistance – no direction MassScalar SpeedScalar VelocityVector

20. + Agenda 5 min Do Now 5 min Important Dates 20 min Vectors and Scalars 20 min Distance and Displacement 5 min Exit Ticket

21. + Distance VS. Displacement Distance: how much ground an object has covered total during travel. Distance is a scalar quantity. Displacement: The object’s change in position from starting to ending point. Displacement is a vector quantity.

22. + Displacement Displacement is an object’s change in position. Distance is the total length of space traveled by an object. Phabulous Physics: Vectors 5m 3m 1m  mmmm mmm 9135 Distance 7.636ntDisplaceme 22   6.7m Start Finish = 500 m m 500 Distance 0 Displacement   Copyright © 2010 Intel Corporation. All rights reserved. Adapted with permission. Intel, the Intel logo and the Intel Education Initiative are trademarks of Intel Corporation or its subsidiaries in the U.S. and other countries. *Other names and brands may be claimed as the property of others. m

23. + Distance? [How far has the scientist traveled?]

24. + Displacement? [What is his overall change in position?]

25. + Guided Practice A physics teacher walks 4 meters East, 2 meters South, 4 meters West, and finally 2 meters North. What is the distance traveled? What is the displacement? 

26. + Guided Practice

27. +

28. + Independent Practice 1. What is the displacement of the cross-country team if they begin at the school, run 10 miles and finish back at the school? 2. What is the distance and the displacement of the race car drivers in the Indy 500 (A 500 mile race that goes in a complete circle)? 3. A person walks 10 meters, then 15 meters. What's the largest possible displacement? What's the smallest possible displacement? What's the distance?

29. + Agenda 5 min Do Now 5 min Important Dates 20 min Vectors and Scalars 20 min Distance and Displacement 5 min Exit Ticket

30. +  Exit tickets will be my daily way of seeing whether or not you have understood the objectives we have gone over during class each day.  They will NOT be graded for accuracy but WILL be graded for completion so make sure you always try each and every question.  These exit tickets must be done silently and independently. If you violate this, you will lose your participation points for the day.  You must wait to begin your exit ticket until Ms. Kemal says to begin.