A material has elastic potential energy when A. it is stretched or compressed B. it is not moving c. gravity is not acting on it
Elastic potential energy of body is stored inside due to their deformation.
So when a body is streached or compressed then elastic potential energy is stored inside it.
So option (A) is correct.
A material has elastic potential energy when A. it is stretched or compressed B. it is...
The elastic potential energy stored in a certain spring is 14.5 J when it is compressed 0.220 m. The spring is now cut into two equal pieces. One of the pieces is then compressed by 0.160 m. How much elastic potential energy is stored in the compressed piece? a)3.83 J b) 29.0 J c) 47.9 J d)7.25 J e) 15.3 J
A spring has a force constant k=500 N/m. What is the elastic potential energy stored in it when (a) it is stretched 4.00 cm from equilibrium, (b) it is compressed 3.00 cm from equilibrium, and (c) it is unstretched?
Urgent A stretched spring has an elastic potential energy of 100 J. If the spring constant of the spring is 800 N/m, what is the extension of the spring? 0.25 m 0.12 m 0.5 m None of the above
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A certain spring stores 12.4 J of potential energy when it is stretched by 2.80 cm from its equilibrium position. How much potential energy would the spring store if it were stretched an additional 2.80
The potential energy of a particular mass-spring system is 10 J when the spring is stretched by a distance of A. What is the potential energy when the same mass-spring system when the spring is only stretched by a distance of A/2? Select the correct answer Your Answer O 10J O 7.5J O 2.5J O 20J O 6.7J
IIULILIP UILD A scallop forces open its shell with an elastic material called abductin, whose Young's modulus is about 2.0x106 N/m2. If this piece of abductin is 4.0 mm thick and has cross-sectional area of 0.50 cm?, how much potential energy does it store when compressed 1.0 mm? (Hint: Young's modulus of elastic and Hooke's law )
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when a small spring has constant of 561 N/m. when it is compressed .0113m how much elastic potential energy is stored? How much force was needed to compress the spring this much?