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In the equation `((1)/(pbeta))=(y)/(k_(B)T)`, where `p` is the pressure, `y` is the distance, `k_(B)` is Boltzmann constant and `T` is the tempreture. Dimensions of `beta` areA. `["M"^(-1)"L"^(1)"T"^(2)]`B. `["M"^(0)"L"^(2)"T"^(0)]`C. `["M"^(1)"L"^(-1)"T"^(-2)]`D. `["M"^(0)"L"^(0)"T"^(0)]` |
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Answer» Correct Answer - B Given equation, `(1)/(pbeta)=(y)/(k_(B)T)` where, `p` = pressure, `y` = distance, `k_(B)` = Boltzmann constant and `T` = temperature Dimension of `[beta]=(["Dimensions of "k_(B)]["Dimensions of "T])/(["Dimensions of "p]["Dim en sions of "y])` `" "=(["ML"^(2)"T"^(-3)]["T"])/(["ML"^(-1)"T"^(-2)]["L"])=["M"^(0)"L"^(2)"T"^(0)]` |
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