Find Gravitational Potential Energy for m = 8.004999999999999 kg and h = 8.2 m
Created By : Sunil Kumar Gandipadala
Reviewed By : Rajashekhar Valipishetty
Last Updated : Apr 10, 2023
Determine the Gravitational Potential Energy for m = 8.004999999999999 kg, h = 8.2 m i.e. 643.9382 J instantly taking help of Gravitational Potential Energy Calculator along with detailed work.
Ex: 10, 167, 48, 34.5 or 90
Detailed Steps to Calculate PEg for m = 8.004999999999999 kg, h = 8.2 m
Gravitational potential energy is one type of potential energy and is equal to the product of the object's mass (m), the acceleration caused by gravity (g), and the object's height (h) as distance from the surface of the ground (the body).
The formula to calculate Gravitational potential energy is:
PEg = m x g x h
Where,
PEg = Gravitational Potential Energy
m = Mass of object
g = Gravitational constant ( 9.81 m/s2 )
h = Height of the object as distance from the surface of the ground
Step by Step Solution to find Potential Energy of Mass = 8.004999999999999 kg & Height = 8.2 m:
Given that,
mass (m) = 8.004999999999999 kg
height (h) = 8.2 m
gravity (g) = 9.81 m/s2
Substitute the value into the formula
PEg = 8.005 x 9.81 x 8.2
PEg = 643.9382 J
∴ Gravitational Potential Energy (PEg) = 643.9382 J
PEg for m = 8.004999999999999 kg, h = 8.2 m Results in different Units
Values | Units |
---|---|
643.93821 | joules (J) |
0.643938 | kilojoules (kJ) |
0.000644 | megajoules (mJ) |
0.178872 | watt hours (Wh) |
0.000179 | kilowatt hours (kWh) |
0.153905 | kilocalories (kcal) |
Similar Gravitational potential energy Calculation
Here are some examples of Gavitational potential energy Calculation
- Gravitational potential energy of mass = 9.004999999999999 kg and height = 9.2 m
- Gravitational potential energy of mass = 10.004999999999999 kg and height = 10.2 m
- Gravitational potential energy of mass = 11.004999999999999 kg and height = 11.2 m
- Gravitational potential energy of mass = 12.004999999999999 kg and height = 12.2 m
- Gravitational potential energy of mass = 13.004999999999999 kg and height = 13.2 m