计算:2^[log4(3) -2]
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计算:2^[log4(3) -2]
![计算:2^[log4(3) -2]](/uploads/image/z/16254278-62-8.jpg?t=%E8%AE%A1%E7%AE%97%EF%BC%9A2%5E%5Blog4%283%29+-2%5D)
=2^[log4(3)]÷2²
=[4^(1/2)]^[log4(3)]÷4
=4^[(1/2)log4(3)]÷4
=4^[log4(3^(1/2))]÷4
=4^[log4(√3)]÷4
=√3/4
=[4^(1/2)]^[log4(3)]÷4
=4^[(1/2)log4(3)]÷4
=4^[log4(3^(1/2))]÷4
=4^[log4(√3)]÷4
=√3/4
log4(3x-2)
2^log4^3=?
2^log4(3)
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