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Q: How much work is it to lift a 20.0 kg sack of potatoes vertically 6.5 meters?
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How much work is it to lift a 20kg sack of patato's vertically 6.5 m?

The work done to lift the sack of potatoes vertically 6.5m can be calculated using the formula: work = force x distance, where force = mass x gravity. So, the work done would be approximately 1274 Joules.


How much can a horned dung beetle lift?

10 METERS


How much word is needed to lift 80 pounds table vertically a distance of 5 feet?

That takes 80 foot-pounds, equivalent to about 59 joules.


How much work is it to lift a 25kg sack of cement vertically 4.3m?

The work done to lift a 25kg sack of cement vertically 4.3m is approximately 1075 Joules. This can be calculated using the formula: Work = Force x Distance, where Force = mass x gravity = 25kg x 9.81 m/s^2 and Distance = 4.3m.


The effort arm is 8 meters and resisitance arm is 1.5 meters on a lever how much effort is needed to lift a 200 newton weight?

faggio


How much hydrogen gas required to lift 1kg weight?

I believe it is approximately 1.13 cubic meters (1.13 litres will lift 1 gram; do the math.


How much work would a crane use to lift a kg car 10 meters?

The work done by a crane to lift a 1 kg car 10 meters would be 98.1 Joules. This is calculated as the product of the force required to lift the car (9.81 N/kg) and the distance the car is lifted (10 meters).


What is The amount of force needed to lift a petrified log is 5000 N How much work is re quired to lift the log 5 meters?

The work done to lift the petrified log 5 meters can be calculated using the formula: work = force × distance. In this case, the work required would be 25,000 joules (5000 N × 5 meters).


How much work would you have to do in order to lift a 60 N object 2.5 meters?

minimum 150 joules


How much power is used to lift a piano weighting 1000 newtons 3 meters in 60 seconds?

3000


The amount of force needed to lift a petrified log is 5000 N How much work is required to lift the log 5 meters?

The work done to lift the log can be calculated using the formula: Work = Force x Distance. In this case, the force is 5000 N and the distance is 5 meters. Therefore, the work required to lift the log 5 meters would be 5000 N x 5 m = 25000 Joules.


How much work is done by an applied force to lift a 15-newton block 3.0 meters vertically at constant speed?

The work done is calculated as the force applied multiplied by the distance moved in the direction of the force. In this case, the work done is (15 , \text{N} \times 3.0 , \text{m} = 45 , \text{J}).