用【^】表示【乘方】,用【√】表示【根号】
0.125^(-1/3) × 16^(3/4) - 3log2[(√3)^4] + log2[(√3)^64]
= {0.5^3}(-1/3) × (2^4}^(3/4) - 3log2[3^2] + log2[3^32]
= 0.5^(-1) × 2^3 - 6log2[3] + 32log2[3]
= 2× 8 + 26log2[3]
= 16 + 26log2[3]
用【^】表示【乘方】,用【√】表示【根号】
0.125^(-1/3) × 16^(3/4) - 3log2[(√3)^4] + log2[(√3)^64]
= {0.5^3}(-1/3) × (2^4}^(3/4) - 3log2[3^2] + log2[3^32]
= 0.5^(-1) × 2^3 - 6log2[3] + 32log2[3]
= 2× 8 + 26log2[3]
= 16 + 26log2[3]