1 watt =
A) 1 Js
B) 1 sJ^-1
C) 1 Js^-1
D) 1J/s^-2
Anonymous:
C Is correct answer
Answers
Answered by
2
1 watt= 1 Joule per second
Answered by
1
Yello,
Your answer is Option (C).
How ? Check out below.
Watt is a unit of Power.
So,
Power formula is

As Work = Force(f) × Displacement in the direction of force.(s)
Therefore,

As force unit is Kgm/s^2.
As displacement unit is m.
As time unit is s.
Therefore :
Formula will be

P = kg×m^2×s^(-3)
= Watt
Also Work done unit = kg×m^2×s^(-2)
= Joule(J)
Therefore Power = J/s (because work is J and time is t)
= J×s^(-1)
Watt = 1Js^(-1)
So the correct option is (C).
(Dont forget ! Energy and work done have same units.)
Hope you find my answer useful and hope you mark my answer as brainliest !
Your answer is Option (C).
How ? Check out below.
Watt is a unit of Power.
So,
Power formula is
As Work = Force(f) × Displacement in the direction of force.(s)
Therefore,
As force unit is Kgm/s^2.
As displacement unit is m.
As time unit is s.
Therefore :
Formula will be
P = kg×m^2×s^(-3)
= Watt
Also Work done unit = kg×m^2×s^(-2)
= Joule(J)
Therefore Power = J/s (because work is J and time is t)
= J×s^(-1)
Watt = 1Js^(-1)
So the correct option is (C).
(Dont forget ! Energy and work done have same units.)
Hope you find my answer useful and hope you mark my answer as brainliest !
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