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设离散型随机变量[tex=0.5x1.214]Yp8n-BSB2k4l_YvG-KhxfQ[/tex]服从超几何分布,其分布律为[tex=14.0x2.929]pVfnGy44wOcEKM3hShRo082q5o-3VfdwYzsRvRGVEhhZqc4I92ICgS_imovtvntec88c1Rfc3rCQsNoU99xahRCdvmjkTYzVYGcZEweazAIuAgaXjYThx4UyEGdybsCYxDY2GqABps5eGhMed4Xumw[/tex],其中[tex=10.857x1.214]v8tUgVU74GClV2KR3fysZcFqYAeZjrg_m4pqnKgA_Eg[/tex],[tex=5.929x1.357]Oz_-OeBtQ9ehbwimPWdY4tgq1sTLTBJtsDtqCICmH_g[/tex],求[tex=2.0x1.357]ByHa5zth-caJC2_foBHjAQ[/tex]和[tex=2.071x1.357]tr1LII-DJS48ur8PdZW5HQ[/tex].

设离散型随机变量[tex=0.5x1.214]Yp8n-BSB2k4l_YvG-KhxfQ[/tex]服从超几何分布,其分布律为[tex=14.0x2.929]pVfnGy44wOcEKM3hShRo082q5o-3VfdwYzsRvRGVEhhZqc4I92ICgS_imovtvntec88c1Rfc3rCQsNoU99xahRCdvmjkTYzVYGcZEweazAIuAgaXjYThx4UyEGdybsCYxDY2GqABps5eGhMed4Xumw[/tex],其中[tex=10.857x1.214]v8tUgVU74GClV2KR3fysZcFqYAeZjrg_m4pqnKgA_Eg[/tex],[tex=5.929x1.357]Oz_-OeBtQ9ehbwimPWdY4tgq1sTLTBJtsDtqCICmH_g[/tex],求[tex=2.0x1.357]ByHa5zth-caJC2_foBHjAQ[/tex]和[tex=2.071x1.357]tr1LII-DJS48ur8PdZW5HQ[/tex].

发布时间:2026-02-17 13:21:50
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答案:44f2mzsHCs96ZbAW8kyzp2aQJmH-8M6rNE2vVLvc9ZPi-PQPRcTszSnwsrvD2-AqRqfIK4u1734qsWPlBtpKQxVNH-74y-uNcgY5LZLQ5o4cRcDLkKwzSWTHSLAMw1ZmT3Loq0n6tm6kaK3ap50MEOSIGvwp0W5ACMd2ixG6gN5RKGbUmUr1i4rcSjlOKehGIW10SemGZ6xqysy0f-EOdwQWEAieZ0cIvdbrICoq6P_AeJvKcDz6C59Gx_Mv8kPgtawswNhuEn0z82oqIkWM1oFX4vw4LLrNup4yHS8Ir22BgjfxaDp6JScXcHxEPP2bwddmDhCwE0YgIntl7Mk6S-McQc49-yvelupdFdPU9Awa1q4t8v_mCsnqEdv3sfXqkS2TsWgjdjz2pUY2FXa-Vht9n9-P5SBbDSH1F6H9pgZUqlxlktxyhylwZ0XNEVnQJXajXkcprGy-JjJgy9WH8ClZ-RaUAXfgAk145x5lhKORZmdCRVZ5cfa9IePKvAg-b2r-o9iYv_3LBQWuE8ismLNwbwu1kW9ftSQbYhwbjfhiyLkN9lnNJnEpxna0oKqBcw5KcMFmyvCiWwwGAtO-vZ8BY487_ftYtAZzkouJAERKs_vjrmabIr1lsKOfeZrda1S55U5ujL0_gypOcqohR9AwRK-xnrufepxq_waFm5sA-tYrPmvyDF8pQjuxM-zz-XvFJUNkoNrH59XS8BMGXQ 即得wZQuPOP6lY0Qrh_-lC_EuHqKP0jUQYk3RwFfKJICS8M. Ih-zT_0ewgHfK2HLE8w7rO_x5LZUmP9YkHTzvTe9wk_Xt-5h891PVbrgPgKXJMz5Sm9Wm53rkt5HS6dM2R0GgZQ5_AsEtytVlMnUzf_wNtL3ej996WOgUidZR3zVsDqljDeqfWH5r-kWEmwHQ4brqYbGgkf0_wp5ku3MA4NhsccCVO0OoqTM61I5LyueAEaYt-QriDGV2UF5y7ktHFkxnAVysu-vt5XMzaSIq2Taqy4QZTUNDeT36M4kc8yUpESDtSn-eUN15Szu5N73IN0YhQ7k7IWUcQyltWUb1IQSxMFWbbUu61_pHo42PUzkJLHZoUMBkevoALGGg6-svXwaN6KrCZ-fhNv562nzlDjPtrN3TSjlgsO31bFN-EdMtpFPuEM8A1Bw9HNte4VnmfLLpnNFn7VzQazw94avWxprQunW-M68bQr4UGOKDP-fBgLGyQOii7HQq0M3oJ27MrIRvJ1Mfo1_1WcaxfKXEoc6qTAao-tsCNeno_h95rwp_wUTZ1jl2rbQnPMOzThnvvfJ5pzR7MgUjaLv6N2accIYVVhm9kD2B7FovQZOreRPs0GREHjr7-M1K6lsgdWnoiaFNNpsyeoDfzedVm9580XEY1HBDacdTXinI319IFYDliGO于是得a0s3MH7cLIdmiBRR0YN066zE7Zzaxx6qLheIB4XtMqByWltduyHOdQy47H4gDdlr-RDdo4SHYjYnhipuI8DSNW4dG8dHqoKewukgVNWLVhJ-jXBpd_Wxnmg-NO77li4EC12xWU-lEPYLhiuLzMMNe5gw0YV2tZvVPMI1iviEj2xw-kS0U-3CP0rdB8taJYHYaVCWUnI8OM47iQsfPxzsOU5NA9fj3ZvKkuZuZUsw4kFE9a5GoiJqrtYiO-TFSB1e
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