Assuming the acceleration is 3 metres per second2 since the units given in the question make no sense,
v = u + at where
u = initial speed
v = final speed
a = acceleration
t = time
25 = 20 + 3t
3t = 5 or t = 5/3 = 1.66...
It's a measure of acceleration. It means something is gaining 1 m/s of speed every second it accelerates.
Convert the speed to meters per second. If you divide this by 1 second, you get the acceleration - since the time is 1 second, the speed and acceleration will be numerically equal. Then use Newton's Second Law: force = mass x acceleration, to find the force.
Acceleration = (change in speed) / (time for the change)= (10 - 25) / 240 = -15/240 = -0.0625 meter/sec2The acceleration is negative, which is a description of slowing down.
'ms-2' is the SI derived unit of acceleration. It means that a speed X is changing by 1ms-1 for every second of its acceleration.
Acceleration is not measured in meters/second. Meters/second is a unit of speed. Since acceleration is defined as change of speed divided by time, the units are meters/second/second, usually written as meters/second2.
There is no "unit for constant speed".The SI unit for speed (just "speed") is meters per second. Constant speed means there is no acceleration; the unit for acceleration is meters per second squared.
Change in speed = (acceleration) x (time)Time = change in speed/accelerationBut also,Force = (mass) x (acceleration)Acceleration = force/massSo Time = change in speed/force/massTime = (change in speed) x (mass)/force = 60 x 10/1,000 = 0.6 second
It is metres per second per second or metres per second squared.
It's a measure of acceleration. It means something is gaining 1 m/s of speed every second it accelerates.
Convert the speed to meters per second. If you divide this by 1 second, you get the acceleration - since the time is 1 second, the speed and acceleration will be numerically equal. Then use Newton's Second Law: force = mass x acceleration, to find the force.
That's the SI unit of force. It is defined by Newton's Second Law: it is the force required to give a mass of 1 kilogram an acceleration of 1 meter/second2.That's the SI unit of force. It is defined by Newton's Second Law: it is the force required to give a mass of 1 kilogram an acceleration of 1 meter/second2.That's the SI unit of force. It is defined by Newton's Second Law: it is the force required to give a mass of 1 kilogram an acceleration of 1 meter/second2.That's the SI unit of force. It is defined by Newton's Second Law: it is the force required to give a mass of 1 kilogram an acceleration of 1 meter/second2.
Average acceleration over an interval of time = (final speed - initial speed) / (time for the change)= [ (0 - 30) / 1 ] (meters / second-minute) = [ (0 - 30) / (60) ] (meters / second-second) =-0.5 meter / sec2
Acceleration = (change in speed) / (time for the change)= (10 - 25) / 240 = -15/240 = -0.0625 meter/sec2The acceleration is negative, which is a description of slowing down.
Acceleration has units of speed / time. The standard SI-unit is meter/second/second, usually written as meter/second2. Other units of distance/time/time can also be used, but it is convenient (for equations) to use a set of consistent units.
.052 meters per second or .09 per meter
There are seven base SI units: * Length - meter (m) * Mass - kilogram (kg) * time - second (s) * Electric Current - Ampere (A) * Thermodynamic Temperature - Kelvin (K) * Luminous Intensity - Candala (cd) Other quantities, called derived quantities, are defined in terms of the seven base quantities via a system of quantity equations. The SI derived units for these derived quantities are obtained from these equations and the seven SI base units. Examples of such SI derived units are: * area - m2 * volume - m3 * speed - m/s * acceleration - m/s2 * force - m kg s-2 (or Newtons)
'ms-2' is the SI derived unit of acceleration. It means that a speed X is changing by 1ms-1 for every second of its acceleration.