Answer:
Explanation:
Given
Compare the given with the options to identify equivalents
A)
- log n = log 2 / 4
- log₂ n / log₂ 10 = 1/ log₂ 10 ÷ 4
- log₂ n = 1/4
Not equivalent
B)
- n = log 2 / log 4
- n log 4 = log 2
- n log₂ 4 / log₂ 10 = 1 / log₂ 10
- n log₂ 4 = 1
Not equivalent
C)
- n = log 4 × log 2
- n = log₂ 4/ log₂ 10 × 1/ log₂ 10
- n = 2 /(log₂ 10)²
- n (log₂ 10)² = 2
Not equivalent
D)
- log n = 4 log 2
- log₂ n / log₂ 10 = 4 × 1/log₂ 10
- log₂ n = 4
Equivalent