write the dimension of A/B in the given relation p=(A-T)^2/Bx, where p=pressure,x=distance, t=time?

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Aamina · Answer

The dimensions of A are M 0 L 0 T 1 , because the quantities of same dimensions can be added or subtracted . P = (A-T) 2 / Bx [ given equation ] dimensions of pressure = [M 1 L -1 T -2 ] dimensions of time and distance are [T] and [L] respectively. By substituting the dimensions in the given equation, M 1 L -1 T -2 = T 2 / BL [B] = T 2 /M 1 L -1 T -2 L [B] = M -1 L 0 T 4 Dimensions of A/B = M 0 L 0 T 1 /M -1 L 0 T 4 = M 1 L 0 T -3 = MT -3 .

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write the dimension of A/B in the given relation p=(A-T)^2/Bx, where p=pressure,x=distance, t=time?

write the dimension of A/B in the given relation p=(A-T)^2/Bx, where p=pressure,x=distance, t=time?

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write the dimension of A/B in the given relation p=(A-T)^2/Bx, where p=pressure,x=distance, t=time?

write the dimension of A/B in the given relation p=(A-T)^2/Bx, where p=pressure,x=distance, t=time?

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