Almost　all　of　the　previous　quantum　private　query　(QPQ)　protocols　are　always　based　on　an　ideal　environment　without　any　noise.　Nevertheless,　due　to　the　defects　of　the　channel,　channel　noise　inevitably　exists　in　the　actual　transmission　process,　which　will　give　rise　to　transmission　error　and　reduce　the　probability　of　successful　quantum　transmission.　An　eavesdropper　may　disguise　her　actions　as　channel　noise　to　avoid　being　detected　by　legitimate　parties　during　security　checks.　To　solve　this　problem,　we　present　a　QPQ　protocol　with　perfect　performance　universally　applicable　against　collective　noise.　Concretely,　the　protocol　encodes　bits　in　noiseless　subspace　and　thus　can　function　over　a　quantum　channel　subjected　to　an　arbitrary　degree　of　collective　noise,　as　occurs,　for　instance,　due　to　polarization　rotation　in　an　optical　fiber.　Furthermore,　Bob　cannot　get　the　information　about　Alice＇s　choice　at　all　by　taking　fake　entangled　attack　and　by　taking　fake　photon　attack,　the　probability　Bob　can　get　the　information　about　Alice＇s　choice　is　only　approximately　6.7%,　which　is　far　less　than　the　probability　of　25%　in　Yang　et　al.＇s　protocol.　Moreover,　the　conclusiveness　of　the　user　Alice＇s　measurement　results　is　subject　to　quantum　randomness　rather　than　allowing　Alice　to　choose　by　herself　to　obtain　a　conclusive　result　in　Wei　et　al.＇s　protocol,　which　prevents　Alice＇s　intuitive　attack　and　meanwhile　makes　it　arduous　for　Bob　to　perform　the　joint-measurement　attack.　Our　protocol　uses　only　one　state,　which　reduces　the　communication　complexity,　and　is,　therefore,　an　effective　QPQ　solution　with　the　high-security　level.