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A froce of 8 kgwt raises a load of 4 kg through 5 m first and then the same force raises another load of 6 kg through the same distance. What can be said about the force?
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A froce of 8 kgwt raises a load of 4 kg through 5 m first and then the...
Analysis of the Force Lifting Loads
- Initial Situation:
- A force of 8 kgwt is used to raise a load of 4 kg through a distance of 5 m.
- Work Done:
- Work done = Force x Distance
- Work done = 8 kgwt x 5 m = 40 kgwt
- Second Situation:
- The same force of 8 kgwt now raises a load of 6 kg through the same distance of 5 m.
- Work Done in Second Situation:
- Work done = Force x Distance
- Work done = 8 kgwt x 5 m = 40 kgwt
- Analysis:
- In both situations, the same force is applied over the same distance, resulting in the same amount of work done (40 kgwt).
- Conclusion:
- The force of 8 kgwt is capable of lifting loads of different weights (4 kg and 6 kg) through the same distance, indicating that the force remains constant regardless of the load being lifted. This demonstrates the principle of work being independent of the load being lifted, as long as the force and distance remain constant.
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A froce of 8 kgwt raises a load of 4 kg through 5 m first and then the same force raises another load of 6 kg through the same distance. What can be said about the force?
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