Deduce the diamension of work
2 answers:
Answer:
Explanation:Quantity
Dimension
Unit
SI Symbol
Formula
Base units:
length
[L]
meter
m
mass
[M]
kilogram
kg
temperature
[Q]
kelvin
K
time
[T]
second
s
Derived units:
area
[L2]
square meter
m2
volume
[L3]
cubic meter
m3
velocity
[L T-1]
meter per second
m s-1
acceleration
[L T-2]
meter per second squared
m s-2
density
[M L-3]
kilogram per cubic meter
kg m-3
force
[M L T-2]
newton
N
kg m s-2
pressure
[M L-1 T-2]
pascal
Pa
N m-2
stress
[M L-1 T-2]
pascal
Pa
N m-2
energy
[M L2 T-2]
joule
J
N·m
quantity of heat
[M L2 T-2]
joule
J
N·m
work
[M L2 T-2]
joule
J
N·m
power
[M L2 T-3]
watt
W
J s-1
viscosity, dynamic
[M L-1 T-1]
pascal-second
Pa·s
viscosity, kinematic
[L2 T-1]
square meter per second
m2 s-1
specific heat
[L2 Q-1 T-2]
joule per kilogram-kelvin
J kg-1 K-
Answer:
Unit of work done is Joule. Therefore, the dimension formula of work is represented as [M1 L2 T-2].Explanation:
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