`( alpha)/( t^(2)) = Fv + ( beta)/(x^(2))` lt br gt Find the dimension formula for `[ alpha] and...

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`( alpha)/( t^(2)) = Fv + ( beta)/(x^(2))` Find the dimension formula for `[ alpha] and [ beta] `( alpha)/( t^(2)) = Fv + ( beta)/(x^(2))` Find the dimension formula for `[ alpha] and [ beta]
α=F/V^2sin (βt) (here V= velocity, F= force, t= time) : Find the dimension of α and β - (1) α=[M^... α=F/V^2sin (βt) (here V= velocity, F= force, t= time) : Find the dimension of α and β - (1) α=[M^...
`(a)/(t^(2)) = Fv = (beta)/(x^(2)) ` Find dimension formula for` [a] and [beta] (here t = "time" `(a)/(t^(2)) = Fv = (beta)/(x^(2)) ` Find dimension formula for` [a] and [beta] (here t = "time"
α/t^2=F v+β/x^2. Find the dimension formula for [α] and [β] (here t= time, F= force, v= velocity,... α/t^2=F v+β/x^2. Find the dimension formula for [α] and [β] (here t= time, F= force, v= velocity,...
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The relation between time t and distance x is t= alpha x^2+beta x,where alpha and beta are constant The relation between time t and distance x is t= alpha x^2+beta x,where alpha and beta are constant