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|. Dimensional Formulae of Physical Quantities from Mechanics & Broperiise of Matter, , Volume, , Density, , Specific gravity, Specific volume, , Linear speed or velocity, , Linear acceleration, , Linear momentum, , Force, , Force constant, , Pressure, , Thrust, Tension, , Work, , Energy (mechanical,, heat, light, etc), , Power, , Pressure gradient, , Moment of force, , Gravitational constant, , Hubble constant, , Impulse, , Stress, , Strain, , Coefficient of elasticity, Surface Tension, , Surface energy, , length x breadth, length x breadth x height, mass, volume, _ density of a mae, , density of water at 4° C, , volume, mass, , distance, , time, velocity, , time, mass X velocity, mass X acceleration, , force, , increase in length, , force, , area, force, force, , force x distance, , &, work, , work, , time, pressure, distance, force x | distance, force x (distance)? °, mass X mass, velocity of recession, distance, force x time, force, area, change in dimension, original dimension, stress, stram. 3, ple, , LxL=L2={[M°L?T, LxLxL=L3=[M°L3 T}, , 2 [ML> T°], , Dimensionless, , is OL T2, T [IM J, , MxLT?! =[MLT4], , MxLT“*= [MLT~], , [MLT~], L, , wes =[ML*T], , =[ML° T77], , [IML T?], , [M L T~7], MLT?xL=(ML?T~], [M L? T-2], , MIi?T, iE, MET?, L, MLT?xL=[ML?2T-2], MLT?x[L2, MxM, , —— = [M2 L° T], , =([ML*T%], , =(ML2T2], , = [M- L T?], , MLT?xT =e, , MLT~, , — = -1 7-2, ar IML,, , Dimensionless —, , MIT, , = IMIT, , kg ms?, N (newton), , Nm, , N m7 or Pa(pascal), , N m~ or Pa(pascal), N m~ or Pa(pascal), J Goule) :, , J, , W (watt), , Nm?, Nm, , N m2 kg?, sl, , Ns