解不等式 (1/根2)^[log(1/3) (x^2-2x-15)] < (1/根2)^[log(1/3) (4x+1)]
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解不等式(1/根2)^[log(1/3)(x^2-2x-15)]解不等式(1/根2)^[log(1/3)(x^2-2x-15)]解不等式(1/根2)^[log(1/3)(x^2-2x-15)]1/√2
解不等式 (1/根2)^[log(1/3) (x^2-2x-15)] < (1/根2)^[log(1/3) (4x+1)]
解不等式 (1/根2)^[log(1/3) (x^2-2x-15)] < (1/根2)^[log(1/3) (4x+1)]
解不等式 (1/根2)^[log(1/3) (x^2-2x-15)] < (1/根2)^[log(1/3) (4x+1)]
1/√2log(1/3)(4x+1)
log(1/3)(x)减函数
0
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解不等式 (1/根2)^[log(1/3) (x^2-2x-15)] < (1/根2)^[log(1/3) (4x+1)]
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