個別指導塾スタンダードのお役立ち情報
高校入試の「併願」とはどのような制度?併願校受験について解説
あなたは高校を2校以上受ける予定でしょうか? どうしても行きたい憧れの志望校だけでなく、もし志望校に受からなかったときのために「併願校」も考えている人がほとんどかもしれません。2校以上の学校を受験するのを「併願」といいますが、事前に申請すれば優遇が受けられる場合があるのです。どのような場合なのか、併願の基本情報と合わせてまとめていきます。
併願とは複数の学校に出願すること
![併願とは複数の学校に出願すること](data:image/webp;base64,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)
「併願」とは複数の学校に出願することを指します。たとえば公立校を志望校として考えている人が、不合格だったときの保険として私立校を受験するようなケースが併願に当たります。私立校の推薦型選抜は1月上旬〜2月上旬頃、一般選抜は1月下旬〜2月中旬頃に行われるため、2月上旬〜中旬頃で第1回・前期が行われる公立校を志望校とする人には先にどこかの私立校に合格できていれば第一志望の公立校に臨む際のプレッシャーを軽くできる利点があるのです。ほかにも私立校が第一志望の場合や公立校のあとに私立校を受ける場合など、併願のパターンは何通りもあります。
以前は「滑り止め」と呼ばれていましたが、昨今では「併願校」と呼ぶのがポピュラーになりました。また受験には一般選抜(一般入試)と推薦型選抜(推薦入試)がありますが、私立高校では推薦でも併願が可能な学校があります。中学3年の11月ごろには2学期の期末テスト(後期の中間テスト)が終わって内申点が仮で出されます。それをもとにして志望校が併願推薦の出願条件として設けている基準に適っているかなどを三者面談で話し合いましょう。
単願・専願と併願の違いによって査定基準が変わる場合もある
![単願・専願と併願の違いによって査定基準が変わる場合もある](data:image/webp;base64,UklGRpwtAABXRUJQVlA4WAoAAAAoAAAAfwIA3wEASUNDUOABAAAAAAHgbGNtcwQgAABtbnRyUkdCIFhZWiAH4gADABQACQAOAB1hY3NwTVNGVAAAAABzYXdzY3RybAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLWhhbmR56b9WWj4BtoMjhVVG90+qAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAACRjcHJ0AAABIAAAACJ3dHB0AAABRAAAABRjaGFkAAABWAAAACxyWFlaAAABhAAAABRnWFlaAAABmAAAABRiWFlaAAABrAAAABRyVFJDAAABwAAAACBnVFJDAAABwAAAACBiVFJDAAABwAAAACBtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAYAAAAcAEMAQwAwAABYWVogAAAAAAAA9tYAAQAAAADTLXNmMzIAAAAAAAEMPwAABd3///MmAAAHkAAA/ZL///uh///9ogAAA9wAAMBxWFlaIAAAAAAAAG+gAAA48gAAA49YWVogAAAAAAAAYpYAALeJAAAY2lhZWiAAAAAAAAAkoAAAD4UAALbEcGFyYQAAAAAAAwAAAAJmaQAA8qcAAA1ZAAAT0AAACltWUDgg1CoAAJA2AZ0BKoAC4AE+bTaWSSQipSYg9ooAwA2JaW77+ImsaR7/ctEiojxdjBP/+u+cNj3MZfhn7geq/5n/P/6zpfPd3urz6Ik3zD8q/zvPfv7+X2od+Rfzv/g+kJ9B3rO6/8P0FPBPoDfbej385ybXiS0AP1R6tH+j+2fok+svYJ/YD03fZP+9Hsxft3//w9hCsdcS0hPJPeiXnoIuNEOS87AR/vX84teC+KXFx9Ggqsy+VpJ2o1JjczFZo5KrIXvfBbQ4YDcuHnN2ofs+f5IQOYg6zyXQM349j7eHwd6cGv/uWlaIdzFerqYaIcPbcjnEq5Bz/Fw/s9iH8pfI3f5SeneIKXthPZ0AJ+8RFx8HRnOAT0koocztUywKTg14PjtPqPC6YMRcEcFKuqdYBIxVWSQ8CtN35CJrJz2Dls5MehRZDHjHimrR/6uH//9iQB6vImqglgPhbSihFnlpg1VmpHExVKuOwLNgTWapKw6vofyJzHqy4it0Zq/6lNR+b6VGhAHdqO3xITZAD0/B1iYZFfDD5OYoT6X9mG/Wiy+usuHwiHoXM87RTFJkIcnYXCKmMODKXatLk84KM2Bl8Q8c3M0MwgQUSt2iWS2eW4MUYOId4x7GeOvxipXwWTqdCtpBj5fhItYILN1QAFCd1CuS1NU9e0Kqk5bK7KUOgyb/peD5tJb8RhWn5rSAFX8hi5gnTn+82wm2LXvBlqX0D4zvvSQ6CWvA3mObtCTleHF9V59VHZHjSW1knSNuSmdZdzflXOKxx+DLmMwjwblJ2zW1BZtE/zwB4QqQJwU0m+QKvdPnU+FCDfStZmTM+1tcmvQ/pYkmuowlMSSg5n+btHb44uX8SvASZfYdg3szs1e1lWZAHcGPOOLlrp5Ygurnn9wwxOhhgBjBoQacu7hDVVTrgarsk+ZoClEhOBPh9K65pW3NJIEsSjONNWNBw+lAdjjD2J7RHoSGsrlmi8Am47Pf8ujzTRpLdG4NV18H7IbXhju/mkmvGpR4RN/E5eKywjysgYjmwR9yyXTMRn6JBkhAYepPANgh8b4ExiNxDIRVl5AXk8fPkXKylC29mxmBcZR7r2nRD3n3AiS+DIJAK2pk/5xeDthqKCTtbA3c8LPmrKIsGBCBZGCCQtxVTtP6Y8AqawFg9CLEGaxQGx4lj1dCUgvZph1rsibugO45hY7niXJLQYiCRhKg2sMR0xw5UFsJ9k2F5i3zwLf6Tr3tdrGUzW2ESEVZUgUlFdudmba6QHFqXZXb0jZgcH5T4yvWfq83A4glKGgacqyU3OCYRp0wPlByqJSYCY8HA0+AdzNXsjKpeHRCfJq14ZrIBJJcrjI4g10+d4N0FcWGQlrcGFFZB97YMQPmN/D2k0vLxD8DI3qlH2mCEeX7us1s04QYJt/4D/fKGUw2C6iYJaBOiUCRBQrIEy6r2DEJb4ETXixgz4hvnQ8Jy+5Z9TPJ47zcggshhtLy9V+KsK3tR4nn02wOeRAZZDRr2TQbRplul37HwJujc07vLEi9msHVQfu6TcbsVL6IN3kbpOUDm/Q290/YVtSvp6kkPZe3nplZz7dzE0MHrgSmReoQivwm03GVpGyTmDuo36UFa6iOBYQuTXZaFkYddUn7Ae7rnLOS+6+rKSTmIqe8EQC0rPNol2FoA28vKLYUq++1mDvMcoAP1TyTR0HDsK79k7+BilsSapERg/JUUga2USkgtqvZfevARW42rDDHeXcKehMPzHCQU9pQwVDVCc1I7l0j/fAKd5jV8vaq9MMSq4mlLeIxLdAZzDF3jj55jMJCuy21rPav+TcBN/oS84mbT7+EKyRTdk6pl2k+R216QpymoiEWR8knTmbbDwqhJswu1Kqad7WLF2xbALbKGCT1cT4o+Cx/T8ZoFJ9ZJmJAu8bat+xzUSitU/ZLHd/wioTYD287Q6WGoYtgTXu3hwhXZPeREgbnuMMS5mJ2nEj4IZeZUjPQE+BXi/PQ4XYiDDg/NO0806AwL2ynB/fYF+uIA7N0BPXKsgsUtaMxN910w9Da5s9Ov+den4+7K1UXv4EJmf20uEFDdcrUrf+yJE0aj9vHu/i5UVl5O6yrsMdUMtDanXy1rOhCOTnzvExxAD4nUsvWPqeMYVKbbOqXlq61Idn+1gFxZ3xkzTHB/bingO7CPdwFHUzUO0QopwXhvgJYaGhYhVXU2OvxqoSh8o0gddzHs/WQdR/YOw/pg28+Yi0G4Q0kJzLkqp8WiRzOUPN/TrVFpMj35U+FQjJ3QPG4x9JIfG6ZapAJrXwpMp7G/Z3bvFel8LfNLY730OJ/6HKIipzfJsNOYw/Ph8VhzgV3cxTh2ntnmFldvHhk4cHoAcMM874be5vFC3CLUgIC2g5DF229PwBqb8DhLgvTMg5HwrxbY5M76HrAge8MCwZ853RxnJjVtAf9IurS91IQ6sXGQCjEHEKi+fxgM6gKM3UIrptC85eqUI5Z0kMK/BXu7XmmmQXPSe0xu+6SVV0BPqwfwDAXryBRpty0uNYKu1UY8HlXp2z781XrTaJrjYur5lig+xiuoGvhvkdFBfU19M8BFUk8TCpi9xFuBTS4QnuY6UDKM0wsR97aFbOnxyq8k23YBMmcdA/BLJ9HaNeY3zhBNRMvEER/RmcrOf3I+rI7yqDoQjC3Vhk19oPDTxjnIB9Ze5p0XPOowyNTjXPHMVUMmKraovN/BvEXUhfWE6uSYOTfkDwdwPE2cJRKKZuoc57LQWAZM7++aALGLPOrWUZxKGA10Kf+iyTIAhYLGx98gtKx9HgRvIbtqFIeFsMw+c7RuZx2fit7VOL66XZN7CfPxCXmhXSsYLnawnskpCbVE4CBiK4vwBF2gez8LYN+et8cskSwRv9M31mj8xh6MLU831YOhnehle3KIt7om8QzT8C7vDoaU5n6zvyyHItc6oQwG57e/RrsCaZqxi9ZJEw+qxtvq1HQrksucncqFxGIbLLOjo30Qx+VYQGcEilEwwahVj+uhmAT8RHilcXTtR0wlDHcy8vjn14ZVguAb6mPL75VbZNfU8ZpJFxDFxO38qzs/2yhiqomTDNBKqa0rAGvnZS+AjMekj6hazjFQuGx0fXqvTGGkREeboYXphk/WecKs4fInRCq2XghoGbEHfWzYljcG811ubZfygPZ4mW9+5wlfGb8Umkv4YFdT2i8lQ3mAGNV/mI32mJWZfvDJwbHLaRH8JxKzhJtFuX4RvFVx115vQEmoGlU58Gva4NSyQ/oaVQlzTB3RGjet366IyZlxUEeHbhApvfspHraYlYdB0OaBnudKwzHF3xCYDHSOHDSnp945XhgAAD+8e7iVlwtelYtNqv718pPlapT9Xi1woX000EkibP3BaRQaq0qOgwXL7VQLjQ4UN1ZosTPAzSUtqO1HJedXzcSztceBaxu+MqQrJmr2N/dYvXMP2pzV/0fwHXRb2ItkCtmYcm+evz8dI9SXHfX241Zf1arFj33KVGQ3SSmDST1e+lbeCyBgjsCaLH4LNts07Ecdr4iauCbtusunO/ETFIBC/7p/o4yViOzoRALlzb26ASN9oORqJLYoBS9CwMu7y0AWCD37n78fVy3Cu4dmk2ye/uRnCDroWtO2atnkdQoYdsfVtFhPQUD5eHKsHkNxqZ4ZAS7RFSkq+yxqoEdtvwTScj2BWReLL21B0W1ASkSSsohcb2+OPFW+i024mU0THAk3cII49Dfw8UDwQpXMHfQLD8bWiuKcpeCCqDLwKFJvXyQY4bnLDpLJSJ2wRi44NflugJUa6+peu12lH6nYOtpF+ZEbmE4iGfznKQoPleRxb6WxXjPXSe7CSaq6umKbTvGVAjoZnh1MyYZEM2WhC+Eb0G28zwFScQ+K8BR0bMJbWAvD7jnBdJsTSHByZXO5toAfgnchHttNqw/PyC48cpTj4JSZm/Lyq/RhE0Y9WY4MgNCrJivlD86XHN/juu95f+oUh11Q6rPRXFiEk/qlfWDe+5liZWdyUn0pb6LFJSUihuoY7loRtyZrZ6onbvXxta7DzJZRIwhZE/HEaY488WWb53FwbQQ8CW/8GizaT1zOqQavMppiikrrRr4dl8yKaTU+ECUtYtIhZEC88zbP3al/bVDI5vgRKpsv/tfzsYh8klMRm0tcWIi9i4ZJNl0vDCtzW1yXK9TB2mHJZ9Ye5bXfF9J3VhfmeljTVWmPiS+kDFlQSvWprLooTQX3JBM04WL5GBVc5mKVajolWvJsqDh0w53XQ4VXhXX22gLfqVtZT4ll0S/8dCE7jt7KCIvWwpVEyVj3BwU52l9EKNOJLyb3HfceuM1LvhbYqnKYpy/Tinfn2J1nr/OwC7shHwRzNEn4GT/hWre2kx4O8/Ou1QX9n2lAkr375P1KOIgtlZ1C7Gg0nDyYRbqvG5ig+4wRas6pILJzZ/S9N1m5kf70/uivgwXlBRWUAqNlBLu7pJw5TB6sdrL2EkS4TYsx8oD/0hgBByr3mYrWmiufOnrbScouOinWskpSvdpVmeS9znsicJ6aWBXCmfalHfleJym/OhBui4t4yvmpnAq0spTSsPdNnql8p65GZW5CqWEh/klAWGcvNHvzKu8VHYBJmBqHTT+EnaI32TmgWeLtpydRswvf/2ektmQiJ+X7YlZWeaJS/TYlzXlmTVuT8ZbNjeTDWJj9dYD8+kAF+D8wemOpxI7x7zSj+eUL7XIgWJNyiWsKS/p/dTZJtJK2ulBFOzFflqbXXWvEKVKEniq/uew9g27BGW68knCjfxyPc0LHdV3q7ftAhYjAAzoSsVMQ2gFw1N+Ks7+ZP0jt1BYNbFl7b6hduxFDHaR6+8Y1BWacYi2ExAMaO0fw6B6se/5lO6cn8cXvpNfsOqW6CmRU3lKIlDOHJJj/XzOa34xZNx+gea46XnPmiIIYBheGRJZhu0M8/60IRifb1wYzaNWHMRKYO8TWq1rynRE4n+eXWM7Ta0WdeyVjEbbgG8d+Uiwi+Wvw2oWly4+O9w0q4F665NgEVsgZ+sCJNVCEchZu2Ogl+nHhgy15pSumWfzRn8fv2QZdsjIDcn5E0q+jQtzYkeqpduQ3KW80jE6xvX/+ZHWOPeqJkbg4tPh3ImZejamhTkOXRI5r+qQLyWKOUdZlbzyzUtVcKtsggLy53JVKzvX7V2glgvs5UN08FCV8loCK3VsSJcg1wkg1H/ZI4+u0h/cpM/VwtwJDH6T1j0wPc5655duT6vBwE+Io/Bo3SMVg7IYLlepEKOhFhkWRcYIvHKwdAYdckLH3sSro4cTkrd7IiEqOvvsACEyUlg5uN+gKOHDDLGTrqU+rQFnSTBuLrEdX66jtweBQ8QDxsCRzY025ma4o1sg6y/3+knEc9mmWdMdcTvlOJE6G4e/Jm1SEWcVM+Q1tTGu1OM+YCU3ELrJBtN6LMTGA0F32py8RdEMf9c0/WaDzUQHuzj55AV7oXnIEbOeoyHOjPB5t5Q2iUjDy2H6rxWpw5dcw/uL5E+6E4gBXNcAifjgky/4imlVGrIU9ikNiLmEBgfYgFl4xap31/lJTWKhfj882bIrlFszFQHipmkcy37yn00dcHkPdI6Ghnvm0Moa/FYme8im/aiFGnrweQVrAwTQbJXsrl+nNTNY5zrHC+FJWVqUqNmX/XNr7q1G/0wjPFRoAYdIu21fLJoUqKnTATjy8McuIu8moEzoqXGKBEr7BVQBrjV7mRJs7ySPn9up+ke/hR79RlH4gS0Ilnvj9zs7vcb2ZFrYqDxGAgvcx9xMYPLI0sXh/8v4FFbEr4YhXjWTWdD8MMUXfWGLkmnpmC+HgcndT3qa0D4x+dp4mR5+R2BLg1kHe1JOwdwpNi3AxQrKj3S0WAKo+MYTAS2Tm8UNB7Jv97+k6o7LF7J+70mqQ0xlJCEy4dnT9H3wnR804s2CE+yRSJaFgiIpa+HgiR23U8okPSMN7topg3yIekjsuMiWBsuOGnBqzLxQRNmrhcO0lYW1dS8L3btBMccQiP9inXSVSI21JhKW9AyNQFQAEUJeTD36MP20DXOC9hmU47tbupip9mHKlSEj1G9Guq8awI6jjPD4MDbwOEaK5waGVHTA8z7XjIOJJLKzl+CAE/tkWYInvPnbOwKNVX1/VZrlImivxBdzml8KfcwSLLHtvradkbopYP4w/NBybnlfk0oo8UxvjtHyBCk19leK8tByPeQcyU+syM9POfAWmNFFcQh1g1ZhuJFRATWQlFdr7K0ar7oL9Lwf8/6uQsXm9FJM5gPfY/qcs6AT3X8zN4kD/hN+8rJ5LTUWQWQcylJPl8QnbcdRmuLuR4Mmuv2DhrV88fHZvaYZ6CDCnHH7P9oDuTxBZHXQW2QnK9W4qs6QdiM6ZEaEQBx75onGbYhRCCNa4Fba2+eeES2ZDRRgU3g1By7Y/PyS+72QcEkpG3KiFRJ+kUY8im1kjUAEc3oHtRbfncMTBmzjuOLrET7nmiVAF4ztArVQfehqE9c8yEM/sS+WB2y1OsZEqrhctuYy9Y4PVE24rCBJ+pBOv7I2PyRrN5StjLkqJYymtkDhxsPC1L9tvkChaGjKVF+UAQmootPhNV5wTG/jF3Q5oyD3CRJBEBjk3KsT7cBAwfjTv0gzCg7NfLpHFY19xrUyf7yO3TYYmxvdVbvI3/GtkBZCfZEJyqlo8inMeQHaQetQsZ4pem+21Qk/eMNBx0tsiQmSj4zV02q6zWbTStCWELecwTognz/zbxf+B43gy2JvgONvtvlgBl0p7X0jCTOqA+qQ5+i7rLd1yeSCLCrzSaleKcCmh5Hr99Nn1w4DplK5/Hk94b2SPPROWEcFAy2ZHxBat2F4QxHbeEyqVArI3smbplmFhOk89CsgtFcWvTIGzApV5Nm12RkVa2g04mGTg1FrPC76p9CzJc6xdhKjDdmY+Cw7PG9oPsF7ry2Wztp5O3yLSWRinIoUN5rcJAVpyumhpTuAvyhTQrm1BNvMThEshbgEycCQ8rH7M25+z/KMdhGtr+XEbH07cwx0eIXdomzrFY5psfAabbLGc8A+Ad9V94iETXomU4TzJiP1VwukeiYxBKPTLjxv9avtbgqVVO5rUq+PXD5ceOTYM0RvlE0eFUmVNa4cBrbWEx99m/4zGUBolqukqN0VWYq9q//6XbFX6Ny3JsVnm9vppls0Xn8/VEfP+cnre51908tzljiuQ+Fym36j22anvKPQcJHClzcjf4tM5QDiLHLRVFYse8yz+QuRmf8MeM4bd1M/nXJd4NAzX7o8JkRd/Zn1XRUQqLxeCfkHBaQQJELgUSKThKk8WmDUxB6NZ1b+JgH0eTwWu0nSltJ90X5vuSoQByLN9F+6T+O9zmQWSLkcTTJ8WoLkyQ9EGchb14GvAtBU1oO8I51WH6DJp9YbzUXMAShl+mp1NsPWdRuLzpOiZJLChl79U4SpHQe8KUBTBuvdE8ZEBYuUJduvvaN3+/fqD5orGCDKO1CvNzzjy0NYajJPrg4PWAKoZQ5+zc5NIilMS5kc+r9SKrMvf1c4qypSKCfirBN+MC6EyR85nN2o7LTC/QEgSrtK9B95oqUuUtl9bp/PTZlSX9cBwXc9C1AOD/eD18QCPREqv3ZfpVz0foJDpICiOyBltX4jTck3V7VqQuuOgGck/z05FcxMNNE1jucVM36A7Yl4RQuBpig4ioCEYQAPMdqIIzLIX6Cr1qlSmCXshQvmY9Tou9GRNonY/kI++r10qeQxtp6i2TXzx8oWuYaqnmmEv8wk9PZ2/0jD2SiHx98J+WjKwmnu09mcIZ+aCrcVKKHlLGnX7pUq1Ft/5rliykcU1UVXuoxyYZblwhhdyWESdWGDnZQ56r+DHkkYqLdFAfCDBovDKoFuD2N6kq8qINOa0tb1qp5uH8JPER/sm5NC/43cP8tUuCq1e9kfOX/mt9Yr0XAr/ICIjr/uxG50v1bkXOb1TlDSwIa52TWLiK/711UQN8mr+vpId/9rtKQZesrhdOHw+pM75uiCncBbfXw9sd1KQbwSdkU0b8+EaNlIMBt12St5xPeuyyX7vylUEUV78+LW2+OnQPG3DRxrGlR7Rr5xIWeDLEEiPyuUWedgY7rCe7xOTv0AEzlrCFciU3uq1BNI4adg2ZMPRPQMN4H+lIDBfG1RAqw2jqJgZPTszlmHI1gY7PqcE47UXTMaSNLv68s4pgswW+U3PK1PgmcTScvNHT5o9hY9eMEu7wRNvhUujDyDUgbyovuTKCc50yN2z6OJV4lNzSg4WrBUExzMn0Pwnk3Y/HuoqY4WCHgft6VUUxlhbM69/0G0l2bPiCxMaVo9HqMAuT6hMowEVwRCMOTol4WHk/539Yr/YWuHWI2tNBIhvpM6H3sX2jfScCkGeYUzoa8GQbmi2RbsEbzloE7wkd280GZds1JnoygYGH1oBEAv1AtahBQxDpCd5xB+x5bnAW7VWPBsDe0fPYyG2zzCZNvFzKx5PBdnjHNVb0NzeT62CojeDD+6unp3gkX4ctzusjo0+53hx7VzcHO7yk7dbnqXxPDZEj+fNDVi2P3t6aJ90srxiY23Cl/lwnzoS6nP/tfrphH2pRJgrJ+pcS8DLI6aFbXMdsVB6UZa+dI3W6So/3fnLHV/ctKG8uvwn82O6BPPFb1t5SyCY6n99HT31bEBsVkul2FY+yusyRve222//ahr+66J059e7lGwAvSt9H8RFl0gK8sVg//a0gwZAz1J8YxeeojusiNG9iM0+1ETwMTkKQyxRm0EIuVYCixI983+ibZVSQ/jYIjCexLtT24RlqEp7M69viNx5DioxTMKCiSf73zgvxiQoldrIbabdZknF5/crNuimkIq9UHwtCjeFMJ6HWTgiARBrZWSaxcSJCjWG/DszodP23uBnWpzn9VcWTXQbZaD+zFBpeZ7aYNa+CsQKZXCaXipQOZfdmBQYcGUjLs0SiFXbtFQPj3YAHhKl6b8kbb8nmcEQM0lTcxhK3NkHa/5vGb3sFcCi7dPLhXyjkNkpbvWruN3Xz5pNeIdUKGPfF2n5PXlF7w9egtaYPseJr7scpY7s2A2hTop7aGt1n8kEsd29utph088Gd1i0u6YtF0cGt4FSyCgLWZLibEklEAV7KLG+E2EQ836VNHhezescF5vhlF5GzqoaPgAmGEI2SiuZ8szcoRxVJq6CYBnJM51rsysAhjfcFKZXvXUw8vEEKoBEYeJvq034QMDfdz8yjzDbltaif6ADUFuGnCkBQIU7ieHlCIYo+Z91j40hD2N4MKHUnrLOYCnXe1na0AQlg23NF+7K1cCq/31M4Nd8oAgEuPrrQW+54TH8ZgW0vC79eYGnQ+M3eErTjMBHPdzGN4sFX0qnP35EQay5c3XLyH38zl0UnlOpC0MLy+yj1qdd+bvQog6QwK2eECwoNwLItNz4Vq2QWoB3Dwv8iROthX1gXaxvsAFsh4soko++me06Tr2og+lm6LJ0TG9TKtjFBv72XZfO9voEjPXLgYNV3A1pPW3D45331n6zSQE2dQc1mELGRfQV0yn4i63qLXzsca6RmUvndA/P8idzr6Egt3gAoxb824Brx1qD8C5KU1FubDkckHuSJ+0GEqRAURMbYubDFR5MWX9DuC3LjonCn46wXo087bdtoxW/Q22B55CgTbP6CCfWL93DgD3n18PFMbsZ6zg8B2/y4A/WE7mz7pNLVpJfpP0dcu3opLwRhMGyuz5cBwKApUWVmTwRMlP1br3pNIxXVXK7Qb5dY7eStQ9bEsqHaZ7FoeYmze6f0GCXB7TVTPTefNLSpsZhc8jCbFLZYXiPqOcZD42qM/E/zXin61PSQjW4xf/KT5bHgoHsYJnfallrXZ7IqKtAcBPPD6D5z69d295fA/KLZVbT89SHZyOW4Xd/gh9rb9LfSRS+pqgSewH59zhNPNfnCPNpBbhy8tyxzGotF6v+DcqPDIzeBSDO3ys4W58RqmeT2az7FyeDC11KeVlZU+9xUubRqd8s5wuwklPrjgZdOdxSvxy70j1Ir4gUDe3LaypGz2QUsTfDDP8ePANZDmKkMKfEVXSouvumnXD954sbpODGwRVbs9ubCpWYFKyhyMdQ6wsIwVubfbfDgvSaAtCBuh4OQIEC7DNU2E6djq+rcxEmY/1nl/acxk/iH7FOWSlk2sw+/WE3nSzkDdZFXObBuP90nq9T8Tyv72xpsvf46TIwmnUNTPgRMaEKrsD7+PoLmu6SLwHufGokYWP3svUroGBfTWeOiy07csUU11nuogRP1+hTrfiNm0gTuIqZaq39AIZb42OcV1P//cV5Oi2iY+bYeK/ukMJFujsMCl9hnlBJGsuv3qKjmAOk2fbeoOs42tOcKCKSmZa0BmQkEG8YZU2uKkXvhv6TNbW6p8PdIPyCsmrQrBf2MlLAfn92orh6JFhL+fuGltVSllonaq2ROrjgBpz2wn6NmvnQfEtnQmvbMdWxh+waimhKn48tg9E/6esR4t2hlluSZgDqSB69yQC8xVeFb40DoT3DHFiTsGrUA0UqX6UDjv2gPYrmVzo2hrsIqoUUzYaQyC9x1LjYGFr5vYvcYM8qt4Oi+Oc91i8+fmE7snq7Kn+VDczcqiNZbsJjbSXpINztb9NtJ97pj883ls4Du0kdip/xMNwiNWS5TkbckP2ZlDXRGxz3ZW2pnhn5a94aHLPHrE4ByH0cDZBajM+Rc/FTW8o+uIC6gHwzlcmktnmnMOLdMMjzaRdYhetP7wqsHGLZSRtCy0gYIOMd+sv9k4JLK+VImYtQ/NeKcC+kDvlGM3JvqDVVRV9u5FB5+alv7L9/hVMoWxw5OOXu26log5li8U8UPob2ryNowhnbnDOiOYnwtuv5eCWKPUMmFTgRg1TI9atHUk4QMotdMPu4oDvv3DaMDpDYLD5ZVKVaVgaHTejvAvS/k80RpQ7uQENA2KFE0/W9BFom6rNMmUqKp2sn6IhAqQeJzYKHOlhoofdfgebqMwRa/NNfpL2Bha5FWeSVRN3SGI+dbQOE3odYA+nxq4YZtALcdMjKKKJHB4gIXVXXMh7byfD/MZtFiK9/oBGV7m+LWEa+orZnBEQFlGXomfArHw1XkW5oEVrIEPLq3BNz7flBDmhbT8iNhJRw9yZLHMJZuRXNdHbWnWPX0pXBER68Ghs2Wmkmd/yCANS+usCzegGTGLqdsvMaV8KprUcxDP2hI8MU6aO+IKruF3Lw+st7I0uyZ12ChI9ppsIvLgSscug9O12+VxnhUccGNC8fCmybrhOemBZMqmUj21rkFJmJajelUjZ8bAVdZu9bk/XPNLmzdKi1rqVNtUwBLS6HTZIzZRRtnsGURt4vAz5BZt+C3v/wZ2w2w8hdcz1GPVqPSRU347T9uI3Y5Q3/HUI3U1Bis/KO9vlKrRS9RAs2K9j/Kh9dZybyuZNx+LokkW2+HrUpmbf80Vwnh1pLaZl8dtk7D9wGcV5EXa4ZvpuvdDbZqTRYxSYagWCvoSWAAmc19dkB2uQxScXYDmBAdkUP44f5ENJcwKyG2JDK6d8HSWAccezjS6yIdDqlv8iz+/gNFWIyV7CordxtSDCAqvuDZtQ+ARW42kDORxOsN27XXFWYfWYbznhL74RnowpaZrok3u+WDrJLe/gnTv2eLPIBCwTNHsiZaXWiG3W2w4d8IQ9U+0fritJtESrzy4gYasO/IM0mCBm5s758cZKoDFsGol9mOZhi4UxHOkreYerEHoEKSl/Q5pNJwKr9XotzSp5u8ms9yOveVRiZNalBuoqfp3tN2ruxh0jPFHd1wYE1ujLkIXzy28MDHClU86VUk0677aIb2sOz439wJOg/zuVIpoR8IwiWNwMmcCpfYlR2MzWH7QiB2Zuo66otPKVAwAGoAAAvyl6Tvm5xUPX7V4u4IkApz/BLG02gy58OaJrM5SiM996g/zwnL22r/OlqF12q5SjgoBDs1bm47Wb4v7Xzcn1bmnTNtq3Djq+xnXLEzbVXN78CapKmfoyICwKSOa2BWucuImE4zEfSxkzcNLOmZ7e/ClUjHA+Ynyq4G23hlmJNf9yUovwmYXx7AU2vPAvIrHPOBI8FItEDWgUpEjMeUkvYAorzWzgFXhik0wStErykAp27x9ErapYMqT0iNWksBK7A0/ppQaW3wX4JSSwZNXl30bWQ/bccd+sTw9MJd68qsMAcK3BJ7TXYnlBDD7DR8ze+VJg0SKA662f0sKUxoOSxqEoLYPvI8V0kZN7FW7lvw34Jhl4w6Q/x70ztQdp99pQKhm0X0xQGr0bSStFBwASJSO3hcY6RT4UyBVNM2eCpxQ4aOoMDnw04+gqi6imRrazSjhlq15GYIzpWfZwfqHQeml6wYm2OeKNFNbZ28WwsqQW+I9MS8KYyOoIaW3DiHrKuQ3q0syUXvBX8op1+VToRux1YZ6/wJdso07EVmyc/1QMEVq1VpKz/zP0cmwTaDQpfqAt4cfYZ60APn8EA8jMQWiRp4G5ij2rsacj3RVC4koo1Gh7b3px8OaKJb3jXkvP9x7/gMNMrYPij09V3t9EG16bH+ficH8k+dyDA2YyokiAnwoXY8tKeQWCi1uCpNV0+AP+JfCb50EuuCNRvvBW6hIGmM6d+sbjhHsFupMHw0PRUxH0HNIyVyErZbII2T/YxnZgyHCQnzg9gF1CU0gBIz+IOVJ6SN51p5rChyaAo6fIdgeNRZhkiBkygZJaXcqcR/VmOgAEuW06bGJ9IChLECy14z/6pVbUJc/hhUdMS/gV423LxNQmVZ1ZQ87UUz0Spn8H80OqThU5XxC2bcN/ZHI4OGUhVtzx9EjZkNeqpLl+56Hxa7bUONxitidituZZP25W/6Pco6/F3rm7iXBwOtfLD1HwGN8Y2dJLzxivoKYJwWV3QsuO69pca3oSKHEImBMoJLKy+zH88F6qaXW9+W46oKmPg4ve69RjkwGw6LOFM8M4RF3HC/UJzdNMBxsMOfRCy9dvrRfkTSj5LiQek5JM2Qzgkljvroo0wxRaRkUFXW6jVid0TntzR5FeUIWbMntmOXI3lTdqBOJ16X6KLqxMBP6rEUQW2SSyUbP7gkqRR7CVugRc3kEKSsxhKEDfv/X2v0cbygMYbzjDdN+uuKsO4at9Gj4O/ocpOHw4TdA7X5KeMRkdJ2BCAtegsnGJGOIuN+JZKJ7B2bUR8lGyzcAOlsnVRGxrVkvYLJ4GP8yfsFjMVv6cBuXyShcKBcwe98a7ILoMjENFkW1I3RkJhsNVWSEygCMfLPQm+led1lFODWIIikiOuQrLLq3N1oRIfy0C4BBi2EhlS6fHD8ss/tfsvpvV+IUkdD/RmRnd7fRWzVPc9gPBDP7jEwZkVEjKOBbS0DkSTblmZcCl02/fXm7HJ1xCDsmVPDnV1RJsaIGCOfkRA8wQGI0yHwPinWQJvexTobbsgS/E/CAi/Enp13zILGvX/1kPijBh3XUhguVXr+UHJa5fCwJv3l6c9ZS6x1IxAcnRAvhcx3yW3ZRjN7M96Gdure3TM5fLxtDo4aZ+78LW/PfbfTDo1ecce/pQdEJIxxsMQSlMqFyClKoBGBUEUhdG/alwpK74NSfXLFtcgSU44df6zXE5AMAERq4znoOIQOs5LwB+xKTOfGWqWUAd9zDq5LXGP4r1yXhDl/uBOJpOEBwLEObXRLalzzpk0ibxrAy/yT38MRM5Ak7nhBgNw9JI6oc/nYI23xNViEGEtZS68OX+QjKNYlUL7DPZAAyugpntMTvRKyn2HakDPCIu/gajctqV2bSPGk33UDiPNK9E2OXWZvG8a2X7Lg4ok1lQFZneByDcU5AkhbkeFmCe7VeDAoTeb8gnyOhi16SWpZz9bGo/cPFz3nPOz+wbkeVmbcV3Ymegp3doXoSoAfT5HktEKs0QfBSVFbnaD/BjW4ypmthqrdG/kHWjbahu8djuYK4kCv3nOxRWs1P1ZIYq4sxYHqEAYPM4gMIFfQ4aVSMBVRjqkewdu2m+Yo3XffMWaUasXEg3mJB0XUbwZ5BE3oMLO63ukgnWysSPj3/nMxtqXmTZEvABjAg4rB9YoV+QWg8LfM6MH1ydwt4ctLUP6mYX5T7P8f/A6wKYcoGZofRahnpUHER2CcLlboVokCliY5k5ifyyx3xCemHd1x9EH4AA5dP8uulUuNkmRYDwYQKhAJ5HSgvOa+yDc5LSUVkiVYnTK6vTKcmAP6HkzJ0rhU+sjCkLUdQcM6JGD4b67/2bWBk/0NaN0AN9vWGd1/W60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そして第一志望だけしか受けない場合を「単願」(あるいは「専願」)と呼びます。生徒側が意図的に一校しか受けない場合もありますが、学校側が合格を確約したり試験の得点を上乗せ査定したりと特典をつけて当該校しか受験できない場合の両方を指す言葉です。
併願と同じく、単願も一般選抜と推薦型選抜があります。他校を受けられるか否か以外では、入学確率の高い単願に比べて併願は査定が厳しくなります。たとえば帝京高等学校(東京都)の特進コースでは、単願推薦の場合は1学期(もしくは前期)において5教科の内申点の合計が20なのに対し、併願(および併願優遇[説明は後述])は22と高めになっています。高校ごとで評価方法は異なるため、志望校の情報をチェックしてみましょう。
併願校受験の準備は中三の夏休みから!?
![併願校受験の準備は中三の夏休みから!?](data:image/webp;base64,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)
単願推薦など制限がないかぎり、とくに一般選抜での進学を考えている人は志望校とは別で併願校を検討するのがメジャーでしょう。併願校を決めるに当たって、押さえておきたい基本情報をまとめてみました。
●併願校を決める時期
仮の内申点が出る11月ごろが一つのタイミングです。先述のとおり、内申点が出てすぐぐらいに三者面談があり、年明けの入試でどこの学校を受けるのか・どのような準備を進めていくのかを先生・保護者・生徒で話し合います。
ただ、後述するような優遇制度を受けたい場合は夏休みから動き出す必要があります。それは優遇制度を受けるための条件として夏休みに開催される学校説明会・事前相談会への参加が必須の場合があるからです。
●併願校の選び方
絶対的な正解があるわけではありませんが、心と頭で考えてみる点が違うのは言えるでしょう。頭で考えるのはあなたと高校がマッチしているかです。お金の問題もあり、親御さんを交えて検討するのが良いでしょう。たとえば下のような点を一緒に考えてみてください。
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・あなたの成績や実力から考えて合格できる学校か
・あなたの想定している進路選択に適う実績があるか(進学・就職で実績があるか)
・あなたが興味をもっている活動ができるか(勉強に集中できるか・やりたい部活動があるか・行事が開催されているか)
・毎日の通学が無理なく行えるか(通学時間が長すぎないか・交通網があるか・交通費が高すぎないか・学費が問題なく支払えるか)
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そして心で考えるのは“行きたいか・行きたくないか”です。頭で考える点がすべて問題なかったとしても、行きたいと心から思えなければ高校3年間を過ごす学校として相応しくないのではないでしょうか。部活動が強い高校に他県から越境してまで進学してくる生徒も珍しくはありません。最後は進学するあなたの気持ちなのです。第一志望ばかりに気を取られて併願校まで気が回らっていないかもしれませんが、併願校も気持ちよく通えるように選ぶ際から心と頭で考えてみてください。
またこれらは第一志望を選ぶ際にも当てはまる考え方かもしれません。併願校を選ぶ上でとくに大事なのは、「あなたの成績や実力から考えて合格できる学校か」といえるでしょう。併願校は受からなければ意味がないといっても良いかもしれません。本当に行くべきは第一志望の高校で、併願校はあくまで滑り止めです。多くの学校を受験するのはお金がかかり振り回せて疲弊してしまいます。心と頭を使い、第一志望も合わせて検討しましょう。
東京都の私立校では併願受験での優遇措置がある高校も
![東京都の私立校では併願受験での優遇措置がある高校も](data:image/webp;base64,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他県への越境受験の話をしましたが、受験は地域ごとでの違いがあるのを忘れてはいけません。たとえば都内近郊の人は「併願優遇」について知っておくといいでしょう。併願優遇の制度がある学校は、第一志望が不合格の場合に同校に入学するのを確約すれば査定で有利になる仕組みです。単願の場合も同じく、合格したら必ず入学するのを確約することで優遇を受ける「単願優遇」もあります。
得点を加算するのを先述しましたが、優遇の特典には内申点の査定と面接だけで合格が概ね保証される場合もあります。基準とした内申点の点数を上回るのが条件で、かりに一般選抜の受験が必須だったとしても形式だけで査定には響かないケースもあるといわれています。
併願優遇を受ける場合、中学校から高校に対して制度を利用したい旨を「事前相談」する必要があります。そのため制度を利用したい場合は、11月ごろの三者面談で先生に働きかけなければなりません。また夏休み時期に行われる学校説明会・個別相談会への参加が必須条件になっている場合や、かりに内申点が基準を満たしていなかったとしても高校に出向いて担当の先生と直接話ができれば優遇での出願が認められるケースもあるようです。
むしろ埼玉県では生徒から高校に直接相談するのがルールで、中学校の先生との三者面談前には終えておく必要があります。また千葉県では、前期・後期で入試が行われますが、前期で募集枠が埋まって後期は実施しない高校も多いです。このようにお住まいの地域・学校ごとで違いがあるため、優遇制度を使って併願しようと考えている人は早めに情報収集をしましょう。
併願校受験で気になることQ&A
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併願について理解できた面とよく分からない面があるでしょう。地域・学校ごとで違いがあるため全てを細かく説明するのはできませんが、よく分からないと思われる点を3つ挙げてみました。ほかにも確認した点があれば中学校の先生に聞いたりネットで情報を探したりしてみましょう。
■併願優遇をするなら中学3年生の夏休みから動けばいいのか?
説明したとおり、本格的な動き出しは中学3年生の夏休みからですが、併願優遇での査定ポイントである内申点を上げるのは中学1年生からの積み重ねになります。地域・学校での違いがあるため、中学3年時の分だけで出願資格が得られる場合もありますが、併願優遇の制度を知ったときには内申点が悪くて手遅れの人もいるでしょう。早め早めに動いてください。
■併願優遇でも落ちる場合があるか?
あります。合格がほぼ保証されると上では書きましたが、面接に来なかったり一般選抜のテスト用紙を白紙で出したりと態度が悪ければ不合格になります。
■入学金の支払いタイミングは?
地域・学校ごとでの違いがありますので、事前に必ず確認してください。私立校の場合、第一志望の公立の結果が出るまで入金を待ってくれるケースもあれば、公立の合格発表前に入学金を支払わないと合格が無効になるケースがあります。
自分の受験プランに合わせて単願・併願を検討しよう
![自分の受験プランに合わせて単願・併願を検討しよう](data:image/webp;base64,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)
併願での高校受験について基本的な情報を今回はまとめました。単願との違いや、優遇制度について新しく知ることができた人もいるでしょう。ただ何度も書いたとおり、細かい条件や制度の仕組みは地域・学校ごとで異なります。併願でなく、単願の人でも優遇される場合があるのも紹介しました。ぜひ自身の受験プランに合わせて情報収集を行ってみてください。