Saturday 28 February 2015

LOGARITHMS 1


Evaluate Log2(4 x 256).

Solution

= Log2(4 x 256)

= Log24 +  Log2256          (applying the product rule)

= Log222 +  Log228             ( 4= 22 and 256=28 )

= 2Log22 +  8Log22       ( remember  Logaac = cLogaa )

= (2 x 1) +  (8 x 1)          ( remember  Logaa = 1 )

= 2 + 8

= 10

hence Log2(4 x 256) = 10

TRY THIS……………..


Evaluate Log2(4 x 16). 

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