Monday, 26 February 2018

LOGARITHMS 13


Simplify Log2 8192 – Log53125

Solution

= Log2 8192 – Log53125

= Log2213 – Log55

= 13Log22 – 5Log55   because Logaan =  nLogaa

= (13 x 1) – (5 x 1)      because Logaa =1

= 13 – 5

= 8

Hence Log2 8192 – Log53125 = 8 

TRY THIS…………..

NECTA 1995 QN 24b



Simplify Log232 – Log39.

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