solve the question by log table (0.327)²×(590.084)×(1148)⁷
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Answer.
Let.
x=(0.327)^2×(590.084)×(1148)^7
Taking log on both sides.
log x=log [(0.327)^2×(590.084)×(1148)^7]
log x= 2 log 0.327 +log 590.084 + 7 log 1148
log x= 2(-1.5145) + 2.7709 + 7(3.0599)
log x= 2(-1+0.5145) + 2.7709 + 21.4193
log x= 2(-0.4855) + 24.1902
log x= -0.971 + 24.1902
log x= 23.2192
Taking antilog on both sides.
Antilog (log x) = Antilog (23.2192)
x = 1.6565×10^23
Explanation.
I hope this helps you.
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