Question

Evaluate :- log(base 2)[ log (base 3)[ log ( base 4) x ]] = 0 .​

Answer 1

Answer:

-log(log(log(x)/log(4))/log(3))/log(2) = 0

Step-by-step explanation:

Answer 2

Answer:

→ x = 64.

Step-by-step explanation:

∵ log₂ ( log₃ ( log₄ x)) = 0 .

→ log₃ ( log₄ x) = 0/log₂ .

→ log₃ ( log₄ x) = $2^0$ .

→ log₃ ( log₄ x) = 1 .

→ ( log₄ x) = 1/log₃.

→ log₄ x = 3¹ .

→ log₄ x = 3 .

→ x = 3/ log₄.

→ x = 4³ .

$\therefore$ x = 64 .

Hence, it is solved.