If force (F), length (L) and time
(T) are assumed to be
fundamental units, then the
dimensional formula of the
mass will be
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Mass = (force)^a * (length)^b * (time)^c
Mass= m1
Force= m1l1t-2
Length=l1
Time= t1
M1 = (m1l1t-2)^a (l1)^b (t1)^c
By solving we get,
= (m^a l^a t^-2a) l^b t^c
By comparing we get
A= 1
A+b = 0
B= -1
-2a+c = 0
C = 2
M = F^1 L^-1 T^2
Mass= m1
Force= m1l1t-2
Length=l1
Time= t1
M1 = (m1l1t-2)^a (l1)^b (t1)^c
By solving we get,
= (m^a l^a t^-2a) l^b t^c
By comparing we get
A= 1
A+b = 0
B= -1
-2a+c = 0
C = 2
M = F^1 L^-1 T^2
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