Best Answer

work= force x distance, so both require work

Q: Which requires more work lifting a 50-kg sack a vertical distance of 2 m or lifting a 25-kg sack a vertical distance of 4 m?

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Lifting a 50 kg sack a vertical distance of 2 m requires more work, as work is calculated as force multiplied by distance. In this case, the weight of the sack (force) is higher, resulting in more work done compared to lifting a 25 kg sack a vertical distance of 4 m.

Lifting a 50 kg sack a vertical distance of two meters requires more work because work is equal to force multiplied by distance. In this case, the force is greater (50 kg as opposed to 25 kg) even though the distance is shorter.

i am 15 at the moment and have been training since i was 12. i can now lift about 70kg but an average should be lifting about 25kg

There are 40 25kg bags in 1 ton.

the mass is an invariant: so 25kg mass would still be 25kg mass where ever it was. the force a 25kg mass exerts would change, as the force is a variant that would be altered by the lower gravitational strength of the moon.

25kg

There are 250 kilograms in 2500 dekagrams. This conversion is done by dividing the number of dekagrams by 10 to get the equivalent amount in kilograms.

This question is essentially asking 25kg - 6 000g. 25kg can be converted to 25 000g making it comparable. It would be this: 25kg - 6 000g = 25 000g - 6 000g = 19 000g Therefore you would have 19 000g or 19kg left over after using them.

10

9.5KG

55.12 lb is approximately equal to 25 kg.

25kg = 25,000g