power=work done/time interval
You can't. The mass is irrelevant to velocity. You need the distance.
The dimension of power is (energy / time)= (force x distance) / time= (mass x distance / time2) x distance / time= mass x distance2 / time3= ML2T-3
Power is equal to Force times velocity; P=Fv. You are given the 'speed', which I assume to be velocity. You also have acceleration. In order to find F, you need first to find the mass, which you can calculate from the weight, Fg, by dividing by the acceleration due to gravity, 9.8. You then have the mass. From here, multiply mass times acceleration times the velocity.
You cannot. Force is mass times acceleration. You have neither.
You can't. Work is (force) times (distance), so you have to know something about the force. Just knowing the mass doesn't tell you anything about the force ... unless there's actually something else about the mass that you've overlooked.
If you're given 'power', then you don't even need to know the 'mass'.Work done = (power) multiplied by (length of time it continued)
You can't. The mass is irrelevant to velocity. You need the distance.
The dimension of power is (energy / time)= (force x distance) / time= (mass x distance / time2) x distance / time= mass x distance2 / time3= ML2T-3
F=ma, where F is force, m is mass, and acceleration is a. F/a=m
Power is equal to Force times velocity; P=Fv. You are given the 'speed', which I assume to be velocity. You also have acceleration. In order to find F, you need first to find the mass, which you can calculate from the weight, Fg, by dividing by the acceleration due to gravity, 9.8. You then have the mass. From here, multiply mass times acceleration times the velocity.
if you are given the mass of an object in pounds
It is not clear what you want to solve for.
Kinetic energy (not power) is given by 1/2 x Mass x Velocity2
Unit for what? Masses are commonly given in kg., or in multiples of the Earth's mass. Distances are given either in km., or in astronomical units - that is, multiples of the average distance from Sun to Earth.Unit for what? Masses are commonly given in kg., or in multiples of the Earth's mass. Distances are given either in km., or in astronomical units - that is, multiples of the average distance from Sun to Earth.Unit for what? Masses are commonly given in kg., or in multiples of the Earth's mass. Distances are given either in km., or in astronomical units - that is, multiples of the average distance from Sun to Earth.Unit for what? Masses are commonly given in kg., or in multiples of the Earth's mass. Distances are given either in km., or in astronomical units - that is, multiples of the average distance from Sun to Earth.
If it tells you to find the empirical formula when percent composition is given or if the mass of each element is given in a specific compound.
Catapult and not canapult. Any way for a given energy as mass of the object increases then distance would get decreased as velocity gets reduced.
Mass over distance