解不等式2log1/2(x+1)≥log1/2(6-2x)

解不等式2log1/2(x+1)≥log1/2(6-2x)
解不等式2log1/2(x+1)≥log1/2(6-2x)

解不等式2log1/2(x+1)≥log1/2(6-2x)
因为2log1/2(x+1)≥log1/2(6-2x)
所以log1/2(x+1)²≥log1/2(6-2x)
又因为1/2