In an adibiatic system, if work is done?
967417
Well if work is done, it is no longer an adiabatic process.  So your question doesn't really make sense.\n\nIf I remember correctly from thermodynamics the only way to change the temperature in an adiabatic system is to change the pressure.
616491
work = force * distance\n\nWork done is the product of the force exerted and the distance moved.\nno force, no work\nno distance, no work
621138
The potential energy stays the same.
235622
Depends on a persons metabolism
738204
Wouldnt that just be Work=Work\n=> m x g x h = m x (lambda)\n=> gh=(lam) ?
895025
no. there is no such case , theroretically. because, according to the law of conservation of energy the total energy in any closed system is constant. however practically some energy is dissipated in a practical case.
694662
No system is perfectly accurate i.e. it will not give a full output for an input mainly cause of friction,tranfer of energy etc.
210221
yes it means that the system is either in equilibrium or no force is being appplied on the point.(i.e. , no charge is present)
346519
This question is a little tricky. Work is the product of FORCE X DISTANCE. Work is energy that has been used or transferred. Work is accomplished when force acts through distance. For example, when a force of 1 pound acts through a distance of 1 foot, 1 foot pound of work is accomplished. \n\nI will have to go with Answer D,  it would be a better chose if the question was about something like motor efficiency. The efficiency of any type of machine is the ratio of the output power to the input power. This ratio is commonly expressed as a percent. Because all machines have some losses, the efficiency will never be 100 percent. \n\nEfficiency = (output/input) X 100\n\nEfficiency = [output / (output + losses)] X 100\n\nor\n\nEfficiency = [(input - losses)/ input] X 100
469602
is this piece of homework still due?
846783
Mechanical work is a force applied through a distance, defined mathematically as the line integral of a scalar product of force and displacement vectors. Work is a scalar quantity which can be positive or negative.\n\nAs seen from the above definition, force can do positive, negative, or zero work. For instance, a centripetal force in uniform circular motion does zero work (because the scalar product of force and displacement vector is zero as they are orthogonal to each other). Another example is Lorentz magnetic force on moving electric charge which always does zero work because it is always orthogonal to the direction of motion of the charge.
1117618
when its ready it just has to go somewhere. It takes the path of least resistance trying to equalize its energy. It usually goes to ground.
813186
a counterbalancing force or system of forces.
69843
work = force times distance\nW=Fs
902900
Only when accompanied by works . . . whether it be a job or public works . . .
368963
Hello i dnt think its possible but u can try with AIEEE this is equilent to B.E
215659
forget about it, that would be considered work