That depends - on the MPG the vehicle is capable of.
It would take approximately 2.9 kilometers per second of delta-v to reach the moon. The amount of fuel needed depends on the specific rocket design, but it is typically a large amount due to the distance and gravitational forces involved in the journey.
500,000,000
How much fuel will be needed in a rocket will depend on the size of the rocket and where it is going. A rocket that will be traveling into space burns a lot of fuel and will need enough to keep it in orbit for teh desired time.
More information needed. What is the fuel milage of the vehicle in question? Rephrase and resubmit. ■
In a relative sense, less chemicals would be released but no it would not be better because Algae is a needed part of the ecosystem and using to much of it would destroy the ecosystem.
It would require a significant amount of fuel to put one pound in space, as rockets need a large amount of fuel to overcome Earth's gravity and reach escape velocity. The exact amount of fuel needed would depend on the specific rocket and launch conditions.
4 gallons
Not enough information. The mpg of the vehicle, price of fuel, and exact distance is needed to answer.
The cost of feeling up a 2005 Tahoe would primarily depend on the price of gas and how much fuel is needed. Assuming the average fuel price is around $3.50 per gallon and the Tahoe has a fuel tank capacity of approximately 31 gallons, a full tank would cost around $108.50. Additionally, if you're considering maintenance or repairs during the process, that could add to the total expenditure. Overall, it would vary greatly based on fuel prices and any additional services needed.
a lot more than needed to use
80 Kgs
The fuel needed to travel from Earth to Jupiter will depend on various factors such as the spacecraft design, propulsion system, trajectory, and payload weight. Generally, a mission to Jupiter would require a significant amount of fuel due to its distance from Earth and the need to accelerate to escape Earth's gravity and reach Jupiter's orbit.