Q: How much power does it take to lift 30.0 N 10.0 m high in 5.00s?

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To lift a 950-N load 3 meters requires (950 x 3) = 2,850 joules of energy.The power is the rate at which the energy is delivered. It takes more powerto lift the load faster.The power used to lift this load is (2,850 joules) divided by (the number of seconds it takes),and the unit of the answer is watts.

200 newton-meters per second = 200 watts.

Measure how much it can lift.

Mine was 200

You can lift a locomotive or a house with 1 psi, if the pressure is applied over a large enough area.

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600 watts

Thrust: How much power that is being used to go forward. Lift on the other hand: is how much power that is used to gain altitude, like in a rocket ship or a plane.

10p

There are various prices of lift tickets at MT High. The prices for an Adult is $45 (Express Pass $39) and for children the lift ticket prices are $25. Anyone above the age of 70 or under the age of 6, the lift ticket prices are FREE.

Alot of power 500+ hp

It depends on which Jeep you are talking about and how high you want to go. Anywhere from $100 for a body or spacer lift up to several thousand dollars for a long arm 6" suspension lift.

3000

4 watts 39.2 watts

No, Helicopters cannot fly in Stratosphere. It is too high for them. They do not produce that much lift. But they can fly in the Troposphere.

The power needed to lift a 2000N object in 4.0s can be calculated using the formula: Power = Work / Time. First, calculate the work done, which is Work = force x distance. Assuming distance is 1 meter (for simplicity), Work = 2000N x 1m = 2000 Joules. Then, Power = 2000J / 4s = 500 Watts. Therefore, 500 Watts of power is needed to lift a 2000N object in 4.0s.

when viewing objects under high-power, the field of view is smaller, but you are able to see more details.

To lift a 950-N load 3 meters requires (950 x 3) = 2,850 joules of energy.The power is the rate at which the energy is delivered. It takes more powerto lift the load faster.The power used to lift this load is (2,850 joules) divided by (the number of seconds it takes),and the unit of the answer is watts.