2. Do Now 1. How do we find total mechanical energy? 2. A 3 kg soccer ball is travelling at 15 m/s when it is 9 m above the ground. A. What is its kinetic energy? B. What is its potential energy? 3. What does the law of conservation of energy state?

3. Today’s Agenda 5 min Do Now 5 min Important Dates 40 min Energy Review 10 min Practice Test

4. Today’s Agenda 5 min Do Now 5 min Important Dates 40 min Energy Review 10 min Practice Test

5. Important Dates & Reminders  Final Exam Next Thursday!  Tutoring during advisory or after school most days!  Monthly News Project  Due on next Tuesday  Photography Project  Due Friday, May 4 th  Extra Credit Opportunities  US Space and Rocket Center Thank You Letter Due Monday, May 7 th  Extra Monthly News Project Due Friday, May 4 th

6. Today’s Agenda 5 min Do Now 5 min Important Dates 40 min Energy Review 10 min Practice Test

7. TME is the sum of all kinetic and potential energy. Total Mechanical Energy

8. Total Mechanical Energy Graphs Potential energy is plotted with the total mechanical energy on the graph below. What does the graph of kinetic energy look like? Position (m) Energy (J) Total mechanical energy PE Position (m) Energy (J) Total mechanical energy PE KE ½ Total

9. Example  A 40-kg skydiver has a speed of 25 m/s when he is 300 m above the ground.  What types of energy does he have?  Calculate the values for both types of energy.  Calculate total mechanical energy.

10. Student-Guided Example  A 2 kg soccer ball has a speed of 15 m/s when it is 10 m above the ground.  What types of energy does it have?  Calculate the values for both types of energy.  Calculate total mechanical energy.

11. Think-Pair-Share  A 0.5 kg paper airplane has a speed of 4 m/s when it is 3 m above the ground.  What types of energy does it have?  Calculate the values for both types of energy.  Calculate total mechanical energy.

12. Complete the three independent practice problems on the Daily Organizer. Independent Practice

13. Energy cannot be created or destroyed. Energy can only be transferred from one form to another but the total amount never changes! Law of Conservation of Energy

14.  The sum of KE and PE remains constant.  One type of energy changes into another type.  For the falling book, the PE of the book changed into KE as it fell.  As a ball rolls up a hill, KE is changed into PE. PE I + KE I = PE F + KE F

15. Kinetic and potential energy convert to one another KE max no PE PE max no KE PE max no KE

16. Example  A 4 kg crate is dropped from the top of a 20 m tall ledge and falls to the ground.  What was its initial potential energy?  What was its initial kinetic energy?  What was its final potential energy?  What was its final kinetic energy?

17. Student-Guided Example  A 7 kg crate is dropped from the top of a 40 m tall ledge and falls to the ground.  What is its initial potential energy?  What is its initial kinetic energy?  What is its final potential energy?  What is its final kinetic energy?  What is its final speed?

18. Think-Pair-Share  A 40 kg skydiver drops from an airplane, which is 1500 m high in the air. What is the kinetic energy of the skydiver when he gets to the ground?  Find the initial potential energy.  Find the initial kinetic energy.  Find the final potential energy.  Find the final kinetic energy.  Find the final speed of the diver.

19. Tag Team Problems

20. Tag Team 1  A 3 kg bowling ball is dropped from a building that is 10 m tall. How fast is the ball going right before it hits the ground?  Partner 1: Find the initial potential energy and the final kinetic energy.  Partner 2: Find the final speed.  Partner 3: Check their work

21. Tag Team 2  A 0.7 kg book falls from the top of a shelf that is 3.5 m tall. How fast is the book going right before it hits the ground?  Partner 1: Find the initial potential energy and the final kinetic energy.  Partner 2: Find the final speed.  Partner 3: Check their work

22. Multiple Choice Problem

23. Law of Conservation of Energy  A 2 kg crate is dropped from the top of a 40 m tall ledge and falls to the ground. What is its speed when it hits the ground? A. 28 m/s B. 40 m/s C. 80 m/s D. 784 m/s

24. Law of Conservation of Energy  A 2 kg crate is dropped from the top of a 40 m tall ledge and falls to the ground. What is its speed when it hits the ground? A. 28 m/s B. 40 m/s C. 80 m/s D. 784 m/s

25. Complete the three independent practice problems on your Daily Organizer. Independent Practice

26. Independent Practice Problems 1. A 1 kg plate was at rest on a tabletop 1.5 m above the ground before falling to the ground. What was its speed right before it hits the ground? 2. A 0.5 kg rock is dropped from a cliff 70 meters high. What is its speed right before it hits the ground? 3. A 0.25 kg apple falls from a tree that is 16 m tall. What is the speed of the apple right before it hits the ground?

27. Silently and independently complete the provided exit ticket. When you are finished, work on the homework (practice test). Exit Ticket

28. Today’s Agenda 5 min Do Now 5 min Important Dates 40 min Energy Review 10 min Practice Test

29. You have the next 10 minutes to silently and independently work on the practice test that is due Friday. Feel free to ask questions during this time! Practice Test