Velocity = (velocity when time=0) + (Force x time)/(mass)
===>
F = MA
A = F/M
V = V0 + A T
You cannot. Force = Mass*Acceleration or Mass*Rate of change of Velocity.
There is not enough information. Force = Mass*Acceleration. Acceleration is the rate of change in velocity. This requires information on change in velocity as well as the time over which the change took place. There is no information at all on the latter.
Force equals mass times acceleration.
If you have the mass, you can find the acceleration from Newton's Second Law, a=F/m where a is the acceleration, m is the mass, and F is the force. Then the velocity is given by the standard formula v=vo+at where v is the final velocity, vo the velocity at t=0, probably 0 in your case. If so v=at.
momentum = mass x velocity => mass = momentum / velocity
You cannot. Force = Mass*Acceleration or Mass*Rate of change of Velocity.
There is not enough information. Force = Mass*Acceleration. Acceleration is the rate of change in velocity. This requires information on change in velocity as well as the time over which the change took place. There is no information at all on the latter.
Force equals the mass times the rate of change of the velocity.
Force = Mass * Acceleration (F = m * a)Therefore, if the mass of an object is increased, then the force required to accelerate to a given velocity will be greater. If the mass is decreased, then the force required to accelerate that object to a given velocity will become smaller.
Force equals mass times acceleration.
That's a very, very unclear question, open to many, many different interpretations the way it's written. If mass and force are given, then velocity is a result of those. It's constantly changing, and it can't also be given. Exactly what is sought ? Is it the time at which the force first began ? The time at which it was removed ? The total time period during which it continued ? Th etime after which a certain speed was reached ? Also, the question asks for the "equations" ... plural. Why is there more than one equation for "time" ? The question needs to be much better presented.
If you have the mass, you can find the acceleration from Newton's Second Law, a=F/m where a is the acceleration, m is the mass, and F is the force. Then the velocity is given by the standard formula v=vo+at where v is the final velocity, vo the velocity at t=0, probably 0 in your case. If so v=at.
A Rocket has a LOT of MASS. Its initial Velocity is ZERO and its final velocity must be approximately 25,000 MPH to get into Orbit. That takes a LOT of Acceleration! FORCE = MASS x ACCELERATION FORCE = 1/2 MASS x V2 (the 2 means squared) Looking at these equations you can see that requiring a High amount of Acceleration, and a LARGE terminal Velocity acting on a HUGE Mass, will require a "lot of FORCE". It is simple Arithmetic!
To get the potential energy when only the mass and velocity time has been given, simply multiply mass and the velocity time given.
Not enough information. You can calculate force by Newton's Second Law, but in this case, there is no way to know how fast the velocity changes - or whether it changes at all.
If the object is in free-space, and any force applied over a period of time will change the velocity of an object. Force = mass * acceleration. Acceleration = velocity / time. Therefore, Force = mass * velocity/time.
momentum = mass x velocity => mass = momentum / velocity