evaluate using log table (0.7634)^1/3/(272.3*15.2)^1/2
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[1/3log 0.7634 ] - [ 1/2 ( log 272.3 + log 15.2 ) ]
[ 1/3 × ( -1 + .8827) ] - [ 1/2 × ( 2.4351 + 1.1818) ]
[1/3× ( - 0.1173) ] - [ 1/2 × 3.6169]
(-0.0391) - 1.80845
= -1.84755
now we have to find antilog but the no. is in negative so we have to convert it into positive
-2+2-1.84755
= 0.15247
antilog of 0.15247 = 1420
we have to put decimal (n+1)
(-2+1) = -1
Antilog = 1.420 ans.
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