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1 vote
Approximate: log 1/2 5

User Heartcroft
by
8.2k points

2 Answers

1 vote

Answer:


\log_{(1)/(2)} 5=-2.32193

Explanation:

Given : Expression
\log_{(1)/(2)} 5

To find : The solution of the given expression ?

Solution :

We have given expression
\log_{(1)/(2)} 5

Applying logarithmic property,


\log_b a=(\log_e a)/(\log_e b)=(\ln a)/(\ln b)

Where,
\log _e is the natural logarithm indicated as
\ln


\log_{(1)/(2)} 5=\frac{\ln (5)}{\ln {(1)/(2)}}


\frac{\ln (5)}{\ln {(1)/(2)}}=(1.60943)/( -0.69315)


\frac{\ln (5)}{\ln {(1)/(2)}}=-2.32193

Therefore,
\log_{(1)/(2)} 5=-2.32193

User Deryck
by
8.1k points
4 votes

Answer:

-2.32193...

Explanation:

log.5 (5)

User Mayleen
by
7.6k points

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