It depends on whether you are walking, cycling, in an ordinary car, flying in a commercial plane, a combat aircraft or a rocket!
It would be useful if you provided information on your mode of transport - on foot, horseback, car, aircraft, rocket.
NASA's Ares I-X Rocket!
physics,chemistry , and computer scientist
Wow - finally a rocket science question. 196 / 80 = 2.45 hours. However, this does not take acceleration nor deceleration into account.
Thrust is the main force used in take off in a rocket. It is the force generated by the rocket engines which propels the rocket upwards. Gravity and aerodynamic forces also play a role in the take off phase.
me
you take the screw off the carbarator.
depends on the rocket... you're clever.
hello poo
burning fuel (rocket propellant)
In the game, the rocket never takes off '-_- The only reason it exists is because of Decoys
If the thrust of the rocket at take-off is not enough to put the rocket in orbit around the Earth, it will not be able to overcome the gravitational pull of the Earth and achieve the necessary velocity to stay in orbit. The rocket would likely fall back to Earth due to gravity.
A rocket takes off by igniting its engines, which produce thrust that propels the rocket upward. The main forces involved in the rocket's takeoff are thrust and gravity. Thrust overcomes gravity, allowing the rocket to lift off the ground and travel into space.
jet propultion
(of a rocket or spacecraft) take off from a launching site."space shuttles generally blast off with a minimum of fuss"synonyms:be launched, take off, lift off, leave the ground, become airborne, take to the air"a rocket blasted off for a rendezvous with the space station"
A rocket takes off from Earth by igniting its engines to produce thrust, which propels it upwards against the force of gravity. The thrust generated must be greater than the force of gravity in order for the rocket to overcome Earth's gravitational pull and lift off into space. Once the rocket reaches a certain speed and altitude, it can transition to its intended trajectory.