If log 2=0.30103, the number of digits in 4⁵⁰ is

[log(a²/bc)+log(b²/ac)+log(c²/ab)] is equal to

√571536/42 * ?=5850

If log 2=0.30103, the number of digits in 2⁴⁶ is

If 5√5 x 5³ + 5^-3/2 = 5^a+2, then the value of a is:

The value of √0.16/0.4 is

If log₁₀ 2=0.3010, then log₂ 10 is equal to

If log₁₀ 125+log₁₀ 8=X, then X is equal to

If log₂ [log₃(log₂ x)]=1, then x is equal to

(log₅ 5)(log₄ 9) (log₃ 2) is equal to