if it is given that x=lag7base3 ,y=log11base3 then express log77base3 in terms of x and y
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Given :
- x = log₃7 ⠀⠀______(1)
- y = log₃11 ⠀⠀______(2)
Need to :
- Express log₃77 in terms of x & y.
Solution :
- log₃77 can be written as :
➟ log₃ (7 × 11)
➟ log₃7 + log₃11⠀⠀[ logₐmn = logₐm + logₐn ]
➟ x + y⠀⠀⠀⠀⠀[ From (1) & (2) ]
Hence, log₃77 in terms of x & y can be expressed as (x + y).
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