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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