Monday 15 January 2018

LOGARITHMS 9


Simplify Log21024 – Log53125 – Log6216.

Solution

= Log21024 – Log53125 – Log6216

= Log2210 – Log55– Log663

= 10Log22 – 5Log55 – 3Log6because Logaan =  nLogaa

= (10 x 1) – (5 x 1) – (3 x 1)    


= 10 – 5 – 3

= 10 – 8     [since -5 - 3 = -8]


= 2

Hence Log21024 – Log53125 – Log6216= 2 

TRY THIS…………..



Simplify Log24096 – Log381 – Log53125

No comments:

Post a Comment