If v=at+b/t^2+c find the dimension of a,b and c
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Here's your answer mate...
DIMENSION OF V=L/T=M⁰L¹T‐¹
V=at
M⁰L¹T-¹=a×T
M⁰L¹T-¹/T=a
M⁰L¹T-² =a
Similarly,
b/t²+c=a(only like quantities add)
c=T²(,,,, , , , , , , , , , , , )
b/T²=v
b=M⁰L¹T-1/T²
b=M⁰L¹T-³
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