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[2022/01/22] 新著紹介 M.C.エッシャーと楽しむ算数・数学パズル@日曜数学会
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書籍『M.C.エッシャーと楽しむ算数・数学パズル』の紹介発表 @日曜数学会 新著はこちらより https://escher.base.shop
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[2022/01/22] 新著紹介 M.C.エッシャーと楽しむ算数・数学パズル@日曜数学会
1.
テセレーション協会 荒木義明 escher.base.shop 特典付きサイン本はこちら
2.
2018年 エッシャー生誕120年 2022年 エッシャー没後 50年
3.
2018年 エッシャー生誕120年 2022年 エッシャー没後 50年
4.
2018年 エッシャー生誕120年 2022年 エッシャー没後 50年
5.
手で触って探究して「図形のもつ美しさ」を実感! 第1章 M.C.エッシャーの探究のおはなし ■ だまし絵を生み出した敷きつめ模様 ■
スペイン旅行で見つけた数学の美しさ ■ イスラムの模様に命を吹くこむ挑戦 ■ 原点を掘り下げてつかんだオリジナリティ ■ 風変わりなモチーフ選び ■ 模様を生み出す手法の探究 ■ 数学が照らした模様の広がり ■ 時代を先駆けた数学探究 第2章 M.C.エッシャーと楽しむ算数・数学パズル ■ イスラムタイルの作図 ■ イスラム模様の対称性 ■ オシドリの模様 ■ オシドリの模様その2 ■ ライオンの模様の作図 ■ ライオンの模様の対称性 ■ ライオンの模様の作図その2 ■ ライオンの模様の対称性その2 ■ ワタリドリの模様 ■ ワタリドリの模様その2 ■ ワタリドリの模様その3 ■ トカゲの模様 ■ トカゲの模様その2 ■ トカゲの模様その3 ■ トカゲの模様その4 ■ トカゲの模様その5 ■ トカゲの模様その6 ■ コガネムシの模様 ■ トビウオの模様 ■ トビウオの模様その2 ■ カワウの模様 ■ カワウの模様その2 ■ カワウの模様その3
6.
手で触って探究して「図形のもつ美しさ」を実感! 第1章 M.C.エッシャーの探究のおはなし ■ だまし絵を生み出した敷きつめ模様 ■
スペイン旅行で見つけた数学の美しさ ■ イスラムの模様に命を吹くこむ挑戦 ■ 原点を掘り下げてつかんだオリジナリティ ■ 風変わりなモチーフ選び ■ 模様を生み出す手法の探究 ■ 数学が照らした模様の広がり ■ 時代を先駆けた数学探究 第2章 M.C.エッシャーと楽しむ算数・数学パズル ■ イスラムタイルの作図 ■ イスラム模様の対称性 ■ オシドリの模様 ■ オシドリの模様その2 ■ ライオンの模様の作図 ■ ライオンの模様の対称性 ■ ライオンの模様の作図その2 ■ ライオンの模様の対称性その2 ■ ワタリドリの模様 ■ ワタリドリの模様その2 ■ ワタリドリの模様その3 ■ トカゲの模様 ■ トカゲの模様その2 ■ トカゲの模様その3 ■ トカゲの模様その4 ■ トカゲの模様その5 ■ トカゲの模様その6 ■ コガネムシの模様 ■ トビウオの模様 ■ トビウオの模様その2 ■ カワウの模様 ■ カワウの模様その2 ■ カワウの模様その3 コピーして使える ワークシートが満載
7.
何にみえます?動物です
8.
鷲にみえましたか? Booted eagle, in
flight.wikipedia
9.
こんな並びをお題に、様々なパズルを! 鑑賞するだけじゃ、勿体無い エッシャーの絵のようにピッタリ
10.
こんな並びをお題に、様々なパズルを! 鑑賞するだけじゃ、勿体無い、干渉しよう!
11.
鷲は何羽? 規則的な並びなら、どう数えますか?
12.
鷲は4×4=16羽 数え方も、答えも1つとは限らない
13.
鷲は8×4=32羽? 数え方も、答えも1つとは限らない わ し は
わ し は 8×4 は
14.
色をつけると実在しない鷲が!
15.
四角いタイルにわけるなら?
16.
これはどんな四角形?
17.
線対称で最大のかたまりは?
18.
学べる算数・数学の単元 小学4年生:平行、垂直、三角形による敷きつめ、四角形による敷きつめ 小学6年生:対称な図形(線対称、点対称、90°回転対称) 中学1年生:回転移動、対称移動 中学2年生:二等辺三角形の性質、平行四辺形の性質、図形の合同 中学3年生:図形の相似、平方根、三平方の定理 小学校の学習指導要領(平成29年告示)で示されている 「図形のもつ美しさ」への関心を育む活動に!
19.
テセレーション協会 荒木義明 特典付きサイン本はこちら escher.base.shop