Find the dimension of a/b in the equation F=a root2 +bt^2
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the dimensions of a2½and bt² are same because we can only add them when there dimensions are same so
(dim)a2½=(dim)F
F=M¹L¹T-²
a=M¹L¹T-²
and
(dim)bt²=(dim) a
(dim)b.[T²]=MLT-²
dim of b= MLT-².T-²
then a/b=[T²]
(dim)a2½=(dim)F
F=M¹L¹T-²
a=M¹L¹T-²
and
(dim)bt²=(dim) a
(dim)b.[T²]=MLT-²
dim of b= MLT-².T-²
then a/b=[T²]
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