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※高校数学Aの場合の数・順列・組合せについて,このサイトには次の教材があります.
この頁へGoogleやYAHOO ! などの検索から直接来てしまったので「前提となっている内容が分からない」という場合や「この頁は分かったがもっと応用問題を見たい」という場合は,他の頁を見てください.  が現在地です.
積の法則
和の法則
場合の数のまとめ方
樹形図,辞書式配列
階乗
階乗・順列
隣り合う.合わない並び方
両端指定・整数の順列
円順列・じゅず順列
重複順列
組合せ
組合せ(2)
組合せ(文章題)
組分け
同じものがあるときの順列
順路の問題
番号札のもらい方
二項定理,多項定理
重複組合せ
重複組合せ(文章題)
順列,組合せ(章末問題)

■ 組合せ(文章題)■

《問題》 正しいものを選んでください.
(選択肢をクリックすれば採点結果と解説が出ます)
≪1≫
 異なる6種類のくだものから,異なる3種類を選ぶ組合せは,何通りありますか.


≪2≫
 男子5人,女子4人の中から5人の役員を選ぶとき,男子から3人,女子から2人選ぶとすれば,役員の選び方は何通りありますか.

(順列,組合せの問題で,男子,女子のように人が登場する場合は,何も断りがなくても,それらには区別があるものとします.---同じ制服を着ていて,どんなに似ていても,人ならば区別します. 西洋的に人は区別することが前提です.)



≪3≫
 次の図のように平行線a,b,c,d,eと平行線1,2,3,4,5,6が交わっているとき,この中に平行四辺形は何個ありますか.
 (例えば,横線から2本(bとc),斜線から2本(2と5)を選ぶと,黄色で示した1つの平行四辺形ができます.)


≪4≫
 正八角形の頂点を頂点とする三角形は,何通りありますか.
(上の図は,正八角形1,2,3,4,5,6,7,8から頂点1,3,7を選んでできる三角形を示したものです.)



≪5≫
 正八角形の対角線は何本ありますか.
(上の図は,正八角形1,2,3,4,5,6,7,8から頂点2,8を選んでできる対角線を示したしたものです.----このように頂点を2つ選べば直線が1つ決まりますが,これらの中には,1,2のように対角線でなく辺も含まれています.---辺の数8を引きます.)



≪6≫
 A,B,C,D,E,F,Gの7人から5人を選ぶとき,Aが選ばれる方法は何通りありますか.
(Aが選ばれるようにするには,はじめからAを当選させておき,残り4人を6人から選びます.)


≪7≫
 A,B,C,D,E,F,Gの7人から5人を選ぶとき,Bが選ばれない方法は何通りありますか.
(Bが選ばれないようにするには,Bを候補者からはずして,残り6人から5人を選びます.)


≪8≫
 A,B,C,D,E,F,Gの7人から5人を選ぶとき,Aが選ばれてBは選ばれない方法は何通りありますか.
(Aをはじめから当選させておき,Bをはじめから落選させておきます.)


≪9≫
 男子4人,女子3人の計7人から3人の役員を選ぶとき,女子が少なくとも1人含まれる選び方は何通りありますか.

 (はじめから女子Aを当選させておく方法では,重複なく数えるのがむずかしくなります.---はじめから女子Aが当選していて,あとから女子Bが入るのと,はじめから女子Bが当選していて,あとから女子Aが当選するのは,同じ組合せです.これらを重複して数えてはいけません.
 男子ばかりが選ばれる場合を全体から取り除くと楽です.)


≪10≫
 0,1,2,3,4,5,6,7,8,9の10種類の数字から異なる5個を選ぶとき,それらの最大値が8,最小値が1となる選び方は,何通りありますか.

 (1から8の中から5個選ぶだけでは,2,3,4,5,6のように最大値が8でない場合,最小値が1でない場合も含まれます.
 1,8は必ず含まれ,0,9は含まれないことが条件となります.)



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■[個別の頁からの質問に対する回答][組合せ(文章題)について/18.6.15]
わかりやすく解説が乗っていてとても助かりました。 ありがとうございました!
=>[作者]:連絡ありがとう.
■[個別の頁からの質問に対する回答][組合せ(文章題)について/17.1.22]
わかりやすい
=>[作者]:連絡ありがとう.

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