log2 z 1 przez pierwiastek 4 stopnia z 8
log₂(1/⁴√8) = x
2^x = (⁴√8)^⁻¹
2^x = (8^¼)^⁻¹
2^x = [(2³)^¼]^⁻¹
2^x = 2^⁻¾
2^x = -3/4
x = -3/4
log₂(1/⁴√8) = -3/4
⁴√8¹ = 8^(1/4) = (2^3)^(1/4) = 2^(3/4)
1 / ⁴√8¹ = 2^(-3/4)
log2 1 / ⁴√8¹ = log2 2^(-3/4) = -3/4
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log₂(1/⁴√8) = x
2^x = (⁴√8)^⁻¹
2^x = (8^¼)^⁻¹
2^x = [(2³)^¼]^⁻¹
2^x = 2^⁻¾
2^x = -3/4
x = -3/4
log₂(1/⁴√8) = -3/4
⁴√8¹ = 8^(1/4) = (2^3)^(1/4) = 2^(3/4)
1 / ⁴√8¹ = 2^(-3/4)
log2 1 / ⁴√8¹ = log2 2^(-3/4) = -3/4