Tuesday, October 30, 2007
Speed vs. Velocity
Thursday, October 25, 2007
Linear Motion: Average, Constant & Instantaneous Speed
Questions from Class - Based on your understanding of Speed:
What does speed measure?
What is the Formula for Average Speed?
What is the difference between average speed and instantaneous speed?
An airplane is flying at a constant (also called “uniform”) speed of 400 miles an hour for three hours.
1. What is the plane’s instantaneous speed two hours into the flight?
2. How far will the plane travel in three hours?
3. How far will the plane travel in thirty minutes?
A runner runs at a constant speed of 7 mph in a marathon (note: a marathon is a race of 26.2 miles).
1. How far would she run in:
- One hour?
- Two hours?
- Three hours?
- Three hours, 30 minutes?
2. What was her time at the 14 mile mark?
3. What was her average speed during the race?
Extra Credit: One point each, answers must be precise to the second. Print this out and give it to Mr. Barkan with your answers (show ALL work or no credit!) no later than 2:30 pm on Thursday, November 1st for credit.
i. How long (in hours, minutes and seconds) did it take her to finish the marathon?
ii. What was her pace per mile? (i.e., How long, in minutes and seconds, did it take her to run a mile at that pace)?
iii. If she ran the marathon at a constant speed of 10 minutes per mile, how long would it take her to finish?
iv. What are the current NYC Marathon Men’s and Women’s Course Records?
v. What pace (constant speed) would a Male and a Female runner have to maintain to beat the current NYC Marathon Course Records?
vi. What will the winning times be for the first male and female finishers at the NYC Marathon on Sunday, November 4th, 2007?
Wednesday, October 17, 2007
Linear Motion
Our first task will be to determine the speed of the ball.
Those students who have taken the time to read this will know that while we can try to figure out the ball's speed every 15 feet mathematically, it will prove far simpler to graph the data and interpret the graph to answer the question of what happened to the ball's speed as it moved down the hallway.