Toggle navigation
臺南市教育局科技教育網
:::
線上書籍
電子相簿
PM2.5監測
IOT實作
討論區
OpenID登入
登入
登入
帳號
密碼
登入
:::
所有書籍
「Scratch 教學課程」目錄
MarkDown
22-2-3 畫1片正方形
Scratch程式設計基礎入門
1. 8/11(上午)code.org 如何使用與課程管理_謝佩純老師
2. 8/11(上午)scratch初階-離線版安裝_何雯琪老師
3. 8/11(上午)scratch事件驅動與狀態_張學望老師
4. 8/11(下午)Scratch註冊、改編、分享_鄭登元老師
5. 8/11(下午)Scratch改編樹教學應用_鄭登元老師
6. 8/11(下午)Scratch專案_螢火蟲的夜晚_鄭登元老師
7. 8/14(上午)用Scrach玩動畫_鄒竣宇老師
8. 8/14(上午)以運算思維概念融入Scrach遊戲設計--井字遊戲_張碩峰老師
9. 8/14(上午)Coding網路資源應用_張碩峰老師
10. 8/14(下午)Scratch基礎--思考與引導
10-1 開始scratch
10-2 Scratch學習資源
10-3 Scratch基礎—動畫原理與造型
10-4 Scratch基礎--座標、定位與滑行
10-5 補充:scratch2背景輸入中文
11. 8/14(下午)Scratch 猜拳_張瑛蘭老師
12. 8/14(下午)scratch電流急急棒_張瑛蘭老師
13. 8/21(上午)語音九九乘法表
14. 8/21(上午)英漢字典、英聽、題庫程式製作
15. 8/21(上午)OpenData(Json)應用
16. 8/21(上午)簡易IOT
17. 8/21(上午)打地鼠
18. 8/21(下午)Scratch教師帳號建置
19. 8/21(下午)貪食蛇設計與實作
20. 8/22(上午)Scratch程式基礎概念與應用
21. 8/22(上午)終極密碼猜數字_謝立益老師
22. 8/22(下午)畫筆運用
22-1 移動
22-1-1 前置設定
22-1-2 移動方式
22-1-3 按鍵設定
22-1-4 畫筆自由練習
22-2 畫幾何圖形1-正方形
22-2-1 畫1個正方形
22-2-2 畫1列正方形
22-2-3 畫1片正方形
22-2-4 畫正方形練習
22-3 畫幾何圖形2-多邊形
22-3-1 絕對與相對-位置與方向
22-3-2 注意事項
22-3-3 畫正多邊形
22-3-4 練習-合併、組合自創圖形
22-3-5 畫倒的正多邊形
22-3-6 畫菱形
22-3-7 練習1
22-4 畫幾何圖形3-圓形
22-4-1 太極
22-4-2 螺旋
22-5 旋轉彩色線
22-5-1 彩色線
22-5-2 球-移動
22-5-3 旋轉彩色線
22-6 攝影機
22-6-1 打泡泡
23. 8/22(下午)code.org教學應用
22-3 畫幾何圖形2-多邊形
Scratch 教學課程 ============
![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204b.jpg)
![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204b1.png)
![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204c2.png)
![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204c1.png)
[![](data:image/png;base64,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)](data:image/png;base64,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)
[ ](data:image/png;base64,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)![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204c3.png) ![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204d3.png)
![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204d4.png)
![](http://maker.tn.edu.tw/uploads/tad_book3/image/220204d5.png)
搜尋
search
進階搜尋