Write 2log 4 +3 log 2 5 log 5 as a single logaritham

1.	Write 2log 4 +3 log 2 5 log 5 as a single logaritham
Answer» Step-by-step explanation: ANSWER 2log3+3log5+5log2 We know that, logxy=ylogx, Using the above PROPERTY we can reduce the GIVEN equation as, =log32+log53+log25 =log9+log125+log32 also, logx+logy+logz=logxyz, HENCE we can write the above as, =log(9×125×32) =log(36000) ∴ 2log3+3log5+5log2 can be WRITTEN as a single logarithm as log36000.

Answer»

Step-by-step explanation:

ANSWER

2log3+3log5+5log2

We know that, logxy=ylogx,

Using the above PROPERTY we can reduce the GIVEN equation as,

=log32+log53+log25

=log9+log125+log32

also, logx+logy+logz=logxyz, HENCE we can write the above as,

=log(9×125×32)

=log(36000)

∴ 2log3+3log5+5log2 can be WRITTEN as a single logarithm as log36000.

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Write 2log 4 +3 log 2 5 log 5 as a single logaritham​

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Write 2log 4 +3 log 2 5 log 5 as a single logaritham