If all these left the table at the last moment, which would be the last to hit the ground?
Question 2
2.
Consider the following formula
Where F is the force of gravity between two objects
m1 is the mass of one object
m2 is the mass of another object
r is the distance between the two objects
G is a constant.
When the distance between two objects increases, the force of gravity between those objects
Question 3
3.
Consider the following formula
Where F is the force of drag from air resistance
ρ is how thick and viscous the air is
v is the velocity of the object
C_D, the drag coefficient is a number that is specific to the shape and material an object is made of. The
A is the surface area of object falling. Note - the viscosity of the air, the drag coefficient and the surface area of the object do not change. consider what variables of the equation DO change.
As a skydiver falls, her speed increases due to the acceleration due to gravity. What effect does increasing speed have on the force of air resistance
Question 4
4.
When you jump upward, your hang-time is the time your feet are off the ground. Does hang-time depend on
Question 5
5.
How many meters had the ball travelled after 4 seconds?
Question 6
6.
Compare the time periods 0-2 seconds and 2-4 seconds.
Which statement is true?
Question 7
7.
Look at the slope, or steepness of the curve on the graph.
What happens to the curve as time passes?
Question 8
8.
Which statement best describes the ball's speed as it travells down the ramp?
Question 9
9.
The graph below shows the distance a biker travels over time.
Match three sections of the graph above with the description of the biker's motion during that time period.
Draggable item
arrow_right_alt
Corresponding Item
speeding up
arrow_right_alt
A
stopped
arrow_right_alt
B
travelling at a constant speed
arrow_right_alt
C
1
Question 10
10.
Type your answer here
1
Question 11
11.
a ball rolled off a table at a velocity of 10 m/s east
A ball launched off a table at a velocity of 10 m/s east and 45° up.
decreases proportionally (linearly)
decreases significantly faster (non-linearly)
the force of drag decreases, total force downwards decreases
the force of drag increases, total force downwards decreases
the force of drag decreases, total force downwards increases