If you lift two loads up one story, how much work do you do compared to lifting just one load up one story?
2 points
2
Question 3
3.
If Nellie Newton pushes an object with twice the force for twice the distance, she does
2 points
2
Question 4
4.
The unit of work is the
2 points
2
Question 5
5.
Power is defined as the
2 points
2
Question 6
6.
The unit of power is the
2 points
2
Question 7
7.
Potential energy is the energy an object has because of its
2 points
2
Question 8
8.
Kinetic energy of an object is equal to
2 points
2
Question 9
9.
An arrow in a bow has 80 J of potential energy. Assuming no loss of energy to heat, how much kinetic energy will it have after it has been shot?
2 points
2
Question 10
10.
Energy is changed from one form to another with no net loss or gain.
2 points
2
Question 11
11.
As a pendulum swings back and forth
2 points
2
Question 12
12.
When a car’s speed triples, its kinetic energy
2 points
2
Question 13
13.
Rockets are launched from an airplane in the forward direction of motion. The kinetic energy of the airplane will be
2 points
2
Question 14
14.
A woman can lift barrels a vertical distance of 1meter or can roll them up a 2-meter long ramp to the same elevation. If she uses the ramp, the applied force required is
2 points
2
Question 15
15.
A job is done slowly, and an identical job is done quickly. Both jobs require the same amount of work but different amounts of
2 points
2
Question 16
16.
An object that has kinetic energy must be
2 points
2
Question 17
17.
Which requires more work: lifting a 40-kg sack vertically 5 meters or lifting a 20-kg sack vertically 10 meters?
2 points
2
Question 18
18.
Which has greater kinetic energy, a car traveling at 35 km/h or a half-as-massive car traveling at 70 km/h?
2 points
2
Question 19
19.
An object at rest may have
2 points
2
Question 20
20.
A heavy object and a light object are released from rest at the same height and time in a vacuum. As they fall, they have equal
2 points
2
Question 21
21.
Mechanical energy can be in the form of
5 points
5
Question 22
22.
Your car runs out of gas and you get out and push it. If you apply a force of 1030 N for 327 m (the distance to the nearest gas station), how much work did you do to push it?
5 points
5
Question 23
23.
What amount of work can a 600.-W do in 3.00 minutes?
5 points
5
Question 24
24.
A 25.0-kg girl climbs up a tree branch 3.0 m higher in 6.00 seconds. What is her power output?
5 points
5
Question 25
25.
The 2.0-kg head of an ax is moving at 3.0 m/s when it strikes a log and penetrates 0.030 m into the log. What is the average force the blade exerts on the log?
5 points
5
Question 26
26.
Casey and Ryan, pretending that they are playing in the jungle, suspend a rope from an overhead tree limb. Casey, of mass, 39.6 kg, runs horizontally at 8.09 m/s along the flat ground, grabs the rope, and swings off the level ground.
(a) How high does Casey get above the ground in his swing?
5 points
5
Question 27
27.
Casey and Ryan, pretending that they are playing in the jungle, suspend a rope from an overhead tree limb. Casey, of mass, 39.6 kg, runs horizontally at 8.09 m/s along the flat ground, grabs the rope, and swings off the level ground.
(b) Ryan, who is 26.6 kg, gives it a try and reaches a height of 3.13 meters above the ground? How fast was Ryan running to achieve this height?
5 points
5
Question 28
28.
EXTRA CREDIT: The coyote, whose mass is 24.62 kg, is chasing the roadrunner when the coyote accidentally runs off the edge of a cliff and plummets to the ground 89.7 m below. What force does the ground exert on the coyote as he makes a coyote-shaped dent 0.695 m deep in the ground?
5 points
5
Question 29
29.
A 37.06 kg hammer of a pile driver is lifted 16.8 m .
a) Find the potential energy of the driver at its maximum height.
5 points
5
Question 30
30.
A 37.06 kg hammer of a pile driver is lifted 16.8 m .
b) Calculate the velocity of the driver as it hits the ground when dropped from 16.8 m using the Work-Energy Theorem.
5 points
5
Question 31
31.
EXTRA CREDIT: A child is on a swing. Her mom pushes her to a height of 2.21 m above the starting position. Determine the child's maximum velocity during the swing.