Question

22. log, log, log5 (54) is equal to​

Answer 1

Answer:

firstly log5^4 = 4log5

now

log3 log2 4log√5(5)

"""""""""""""""""""√5(√5)^2

". ". 4x2 log√5(√5)

". ". 8(1)

log3 log2 (8)

log3 log2 (2)^3

log3 3 log2(2)

log3(3)

1