Express the logarithm of 35×46 as the sum of logarithm
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Answered by
26
log (7*5)*log (2*23)
log 7+ log 5+ log 2+ log 23
log 7+ log 5+ log 2+ log 23
Answered by
18
Answer:
log ( 35 × 46 ) = log 5 + log 7 + log 2 + log 23
Step-by-step explanation:
Given:
log ( 35 × 46 )
We need of express the given log function in sum of log functions.
We use the following result,
log ( m × n ) = log m + log n
Consider,
log ( 35 × 46 )
= log 35 + log 46
= log ( 5 × 7 ) + log ( 2 × 23 )
= log 5 + log 7 + log 2 + log 23
Therefore, log ( 35 × 46 ) = log 5 + log 7 + log 2 + log 23
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