ࡱ>  'bjbj xxN  KK8#<_LJ.("^546\60 J J J J J J JLPO J-;1^5;; JKK:J>>>;K J>; J>>HIBVZ<WIIPJ0JkI\ON=$O(IOI07d8>9L:\777 J Jr>X777J;;;;O777777777 : Name: ______________________________________________ period: ______ Date: ___________ IPC Speed, Velocity & Acceleration Notes Slide 1 Questions to Think About What is speed, velocity and acceleration? How does speed, velocity and acceleration relate to forces and motion? Slide 2 Motion, Position & Time 1. How does MOTION relate to POSITION and TIME? 2. SPEED then, is 3. Question: Do you have to see something move to know that motion has taken place? Explain your answer. Slides 3, 4 & 5 Measures of Speed  4. If you are looking at your cars speedometer while you drive, the reading from the speedometer is called ___________________________ because it is the _____________ that you are traveling at that ________________. 5. Now, lets say you are driving on a highway; a car may travel at the same _________ for a long period of __________, this would be _______________ because  the ____________ does not vary. An example of this would be ______________________. 6. Now, if you are trying to determine the ___________________ you are going to travel in a given amount of ______________, then you would be determine the ______________ _____________. _________________ is the _____________ traveled per unit of _________.  Slide 6 Calculating Speed  7. The formula for speed is:    Slide 7 Manipulating the Formula        Slide 8 Steps to Solving Problems 10. Write the four-step approach to solving speed problems: Step 1 Step 2 Step 3 Step 4 Slides 912 Consider the Speed Problem A car traveled 110 miles in 2 hours. d = t = s =FormulaSubstituteAnswer  Slide 13 Guided Practice Problems Problem 1: Joe rode his bike 750 meters in three minutes. What was Joes average speed? d = t = s =FormulaSubstituteAnswer Problem 2: Ernie went to see some friends in San Antonio 240 miles away. It took him 3 hours to get there. What was his average speed? d = t = s =FormulaSubstituteAnswer Problem 3: Rhonda ran the marathon (26.2 miles) in 3.5 hours. What was her average speed? d = t = s =FormulaSubstituteAnswer Slides 14-17 Consider the Time Problem A runners average speed during the 10 kilometer race was 20 km/hr. What was his time?" d = t = s =FormulaSubstituteAnswer Slide 18 Guided Practice Problems Problem 4: David drove his motorcycle from Houston across Texas. If it is 750 miles and he drives at a speed of 60 miles per hour, how long will it take him to get to El Paso? BONUS: Go to  HYPERLINK "http://www.mapquest.com" www.mapquest.com and print out driving directions and give the distance in kilometers. d = t = s =FormulaSubstituteAnswer Problem 5: Ginger wanted to see how long it would take to get to Brownsville from Houston. If it is 570 kilometers to Brownsville, how long would it take her if she could only drive an average speed of 60 km/hour? d = t = s =FormulaSubstituteAnswer Slide 19 Consider the Distance Problem You decide to go to Dallas to see friends. Your friends tell you that it takes 4 hours to get to Dallas at an average speed of 70 miles per hour. Approximately how many miles is it to their house. d = t = s =FormulaSubstituteAnswer Slide 20 Guided Practice Problem Problem 6: What is the distance to from Houston to Los Angeles, California if it would take 26 hours to get there at an average speed of 60 miles per hour? d = t = s =FormulaSubstituteAnswer Slide 21 Speed Graph   EMBED Excel.Chart.8 \s  11. What does constant speed look like on a graph? Label constant speed on the graph. 12. What information on the graph tells you that the swimmer has stopped? Indicate on the graph where the swimmer has stopped. 13. What is the distance the red swimmer swam in 30 minutes? 14. What is her average speed (calculate her distance divided by time)? Show formula and work. 15. Calculate the speed of the green swimmer. Show formula and work. Slide 22 Making a Speed Graph 16. Make a speed graph using the following data. Dont forget to label your axis, include your units and title your graph. Time in HoursDistance in MilesCyclist 1Cyclist 2Cyclist 30000115184230368345541646072325759052690108727105108928120120112 17. Answer the following questions using the graph you made: a. During the first hour, which cyclist was moving the fastest? How do you know? b. Which cyclist is going at a constant speed? How do you know? c. At what hour did cyclist 2 stop? How do you know? d. Which cyclists speed changed the most during the race? How do you know? e. What is the speed of cyclist 1 at 5 hours? Show formulas and work. Slides 23 &24 Speed & Velocity 18. What kind of speed does your speedometer represent? 19. What is the difference between average speed and instantaneous speed? 20. What is the difference between speed and velocity? 21. How can cars traveling the same speed be going at different velocities? 22. If you change direction you change ________________ and if you change ___________ you have changed __________________. 23. Any change in ________________ OR _____________ is a change in ________________. Slide 25 Velocity Question 24. Why is it important to know the VELOCITY of a tornado? Slide 26 Same Question Again? What is speed, velocity and acceleration? How does speed, velocity and acceleration relate to forces and motion? Slide 27 - Acceleration 25. Acceleration is defined as Using words write formula for Acceleration Using symbols write formula for acceleration    26. The symbols in the formula above & a means: ______________ () means: ____________ Vf means: ______________ Vi means: ____________ Slide 28  Types of Acceleration 27. _____________________ Acceleration 28. _____________________ Acceleration Slides 29 32 Consider the Acceleration Problem A go-cart started from the top of a hill with a speed of 5 meters per second. At the bottom of the hill it ended with a speed of 35 meters per second 6 seconds later. What was the acceleration of the go-cart? Vf = Vi = t = a = FormulaSubstituteAnswer Slide 33 Acceleration Guided Practice Problem 7: What is the acceleration of a racing car if its speed changes from 44 m/s to 66 m/s in 11 seconds? Vf = Vi = t = a =FormulaSubstituteAnswer Problem 8: A train moving at a speed of 15 m/s accelerates to 45 m/s in 12 seconds. What is its acceleration? Vf = Vi = t = a =FormulaSubstituteAnswer Problem 9: A plane starting from rest accelerates to its take-off speed of 72 m/s during a 5-second period. What is its acceleration? Vf = Vi = t = a =FormulaSubstituteAnswer Now that you have an understanding of the information go back and answer those reoccurring questions.. 29. What is speed, velocity and acceleration? 30. How does speed, velocity and acceleration relate to forces and motion?     PAGE  Speed, Velocity, & Acceleration Notes -  PAGE 1 Houston Katy - - - - - - - - - - - Stands For: Units: S = D = T = multiply 8. To find DISTANCE: 9. 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