| GPE | KE | Work | Loss | Formulas |
|---|---|---|---|---|
|
1125 J
What is the GPE given:
75 kg 15 meters 15.2 m/s |
84.29 J
What is the KE given:
m = 14 kg v = 3.47 m/s |
3 J
What is the work if there is no loss and the total energy at location A is 0.5 and the total energy at location B is 3.5?
|
-75 J
What is loss given:
5 N 15 M |
W = Force x Distance
What is the formula for Work?
|
|
16.04 ft --> 5 meters
60 J
What is the GPE given:
12 kg 16.04 feet |
1057.35 J
What is the KE given:
27 kg 8.85 m/s |
45 J
What is the work given:
You apply 15 N for 3 meters |
-8.63 N
What is the force given:
113 J Loss 13.1 M |
GPE = Mass x Gravity x Distance
What is the formula for GPE?
|
|
147 kg
What is the mass given:
12936 J 88 meters |
71.38 kg
What is the mass given:
1013.91 J 5.33 m/s |
74.33 N
What is the force given:
W = 116.7 J D = 1.57 M |
24.83 M
What is distance given:
-75 N 1862 J |
L= - Force x Distance
What is the formula for Loss?
|
|
Yes, because energy cannot be created nor destroyed, it transferred from GPE to be KE once the snowboarder began moving and became fully KE once at the reference point.
If a snowboarder was at the top of a summit, and there was no work or loss, would the Location A = GPE be the same as the Location B = KE?
|
30 J
If a stationary ball was at the top of a cliff had a GPE of 30 J, what would the KE be once the ball began moving? Neglect Work/Loss/Drag
|
3.66 M
What is distance given:
W = 19.4 J F = 5.3 N |
-1.56 J
What is loss given:
.12 M 13 N |
KE = 1/2 x Mass x Velocity^2
What is the formula for KE?
|
|
83.93 J
What is the GPE of a cat in a tree if he was on a branch 16 meters in the air, but moved to one 5 meters down, and he weighs 7.63 kg?
|
70 mph --> 31.29 m/s
25945.20 J
You are skydiving, 3800 meters above ground, moving at 70 mph. If you weigh 53 kg, what is your KE?
|
232.94 ft --> 71 meters
3150 J
If you apply 45 N of force, to an object to move it 232.94 feet, what is the total work? Neglect drag, friction, etc.
|
L = 324
What is the loss given that location A has 577 J of energy, but location B has 353 J of energy. There is 100 J of work between A and B.
|
E = Power x Time
What is the formula for Energy?
|
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