d
meters (m)
Mr. F is able to clear 100m in an astonishing 9s. How fast can he run?
11.11m/s
A car goes "0 to 60" mph (~27m/s) in 3 seconds. What is its acceleration?
9m/s2
What does the slope of the line represent?
velocity
When velocity is constant, what is the relationship between distance and time?
direct
t
seconds (s)
A car on the highway moving at 120 kilometers per hour (kph) drives for 2 hours. How far did it travel?
240km
A train moving at full speed, 25m/s, accelerates to a stop at a rate of .417m/s2. How long does it take to stop?
60 seconds/1 minute
When is the object slowest?
B
When time is constant, what is the relationship between distance and velocity?
direct
meters per second (m/s)
Snails have an average velocity of ~0.01m/s. How long in minutes would it take a snail to move the length of this classroom, ~12m?
20 minutes
Larry accelerated to a velocity of 5m/s at a rate of 2.5m/s2 over the course of 2s. What was his initial velocity?
0m/s
Roughly draw the graph. Circle every point when the object accelerates.

When distance is constant, what is the relationship between velocity and time?
inverse
VF
meters per second (m/s)
Moe ran with a velocity or 2m/s for 5s, stopped for 10 seconds, and then ran with a velocity of -1m/s for 5s. How far did he travel?
5m
Moe ran with a velocity or 2m/s for 5s, stopped for 10 seconds, and then ran with a velocity of -1m/s for 5s.
What was average acceleration from t=15s to t=20s?
-.2m/s2
When is the object fastest?
A and D
Inverse
a
meters per second squared (m/s2 or m/s/s)
Moe ran with a velocity or 2m/s for 5s, stopped for 10 seconds, and then ran with a velocity of -1m/s for 5s. What was his average velocity?
0.25m/s
Moe ran with a velocity or 2m/s for 5s, stopped for 10 seconds, and then ran with a velocity of -1m/s for 5s.
What was his average acceleration over the entire trip?
-.15m/s2
What is the object doing?
Accelerating
For an object starting at rest, when time is constant, what is the relationship between acceleration and distance?
SHOW YOUR WORK
direct
VF=at
t=d/v
so... t=d/(at)
As d gets bigger, a must get bigger to keep t the same.