1. How is the amount a spring is stretched/compressed related to the force applied to it?...
1. How is the amount a spring is stretched/compressed related to the force applied to it?
2. How is the amount a spring is stretched/compressed related to the force the spring exerts on the object stretching it?
3. If you connect more than one spring in a chain, how will this affect the spring constant of the combined longer spring?
Homework Answers
1. The amount a spring is stretched/compressed is directly proportional to the force applied to it.
2. By Newton's third law, the force applied by the external agent to the spring is equal and opposite to the force applied by the spring on the agent. Therefore, the amount a spring is stretched/compressed is directly proportional to the force the spring exerts on the object stretching it
3. The spring constant of the combined longer spring will be smaller than the spring constant of each of the spring in the combination.
Add Answer to:
1. How is the amount a spring is stretched/compressed related to
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SPRING +0000000 x=0 +AX 6.5 When a spring is stretched or compressed from its equilibrium position by an amount Ar it exerts a force given by F =-kar. The - sign indicates that this force is in the opposite direction of Ar and is oriented to restore the spring to its e k is a proportionality constant called the spring constant or the force constant and is related to the stiffness of the spring. A. Draw a force vs displacement...
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A spring can be stretched a distance of 30 cm with an applied force of 1 N. If the same spring is stretched same distance with 1 N force, how much energy is stored in the spring?
A spring can be stretched a distance of 30 cm with an applied force of 1...
A spring can be stretched a distance of 30 cm with an applied force of 1 N. If the same spring is stretched same distance with 1 N force, how much energy is stored in the spring?
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. A spring can be stretched a distance of 60 cm with an applied force of 1 N. If an identical spring is connected in parallel with the first spring, and both are pulled together, how much force will be required to stretch this parallel combination a distance of 60 cm?
2. Question from 1.1: Rectangular Coordinatas Use Hooke's Law for springs, which states that the distance a spring is stretched (or compressed) varies directly as the force on the spring An overh...
2. Question from 1.1: Rectangular Coordinatas Use Hooke's Law for springs, which states that the distance a spring is stretched (or compressed) varies directly as the force on the spring An overhead garage door has two springs, one on each side of the door. A force of 11 pounds is required to stretch each spring 1 foot. Because of a pulley system, the springs stretch only one-half the distance the door travels. The door moves a total of 10 feet,...
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A spring with a force constant k = 2.2x10^2 N/m is stretched by a person. The...
A spring with a force constant k = 2.2x10^2 N/m is stretched by
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of F_app = 44 N at equilibrium (no motion). How much work was done
by the person in the process?
A spring with a force constant k = 2.2x10^2 N/m is stretched by a person. The person pulls on the spring with a final applied force of F_app = 44 N at equilibrium (no...
3. A force of 200 N stretches a spring How far would this spring stretch with...
3. A force of 200 N stretches a spring How far would this spring stretch with a force of 100 N applied to i? 30 cm. What is the spring constant of the spring? 4. A 20 kg box is attached to a compressed spring that has a spring constant of 300 N'm. The box is resting on a frictionless surface and the spring is compressed 30 cm a. What is the EPE of the spring? b. What will be...
A spring of force constant 3 N/m is compressed by 5.0 em from its equilibrium position....
A spring of force constant 3 N/m is compressed by 5.0 em from its equilibrium position. The spring is then released and stretched by 5.0 ㎝ from its equilibrium position. Find the difference in potential energy between the two positions of the spring (stretched and compressed).
SPRING +0000000 x=0 +AX 6.5 When a spring is stretched or compressed from its equilibrium position by an amount Ar it exerts a force given by F =-kar. The - sign indicates that this force is in the opposite direction of Ar and is oriented to restore the spring to its e k is a proportionality constant called the spring constant or the force constant and is related to the stiffness of the spring. A. Draw a force vs displacement...
2. Question from 1.1: Rectangular Coordinatas Use Hooke's Law for springs, which states that the distance a spring is stretched (or compressed) varies directly as the force on the spring An overhead garage door has two springs, one on each side of the door. A force of 11 pounds is required to stretch each spring 1 foot. Because of a pulley system, the springs stretch only one-half the distance the door travels. The door moves a total of 10 feet,...
A spring with a force constant k = 2.2x10^2 N/m is stretched by
a person. The person pulls on the spring with a final applied force
of F_app = 44 N at equilibrium (no motion). How much work was done
by the person in the process?
A spring with a force constant k = 2.2x10^2 N/m is stretched by a person. The person pulls on the spring with a final applied force of F_app = 44 N at equilibrium (no...
3. A force of 200 N stretches a spring How far would this spring stretch with a force of 100 N applied to i? 30 cm. What is the spring constant of the spring? 4. A 20 kg box is attached to a compressed spring that has a spring constant of 300 N'm. The box is resting on a frictionless surface and the spring is compressed 30 cm a. What is the EPE of the spring? b. What will be...
A spring of force constant 3 N/m is compressed by 5.0 em from its equilibrium position. The spring is then released and stretched by 5.0 ㎝ from its equilibrium position. Find the difference in potential energy between the two positions of the spring (stretched and compressed).
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