Nansir數學課程 by 靜心中學數學

何謂加法原理

app_jm — 2025-02-27 08:50:09 UTC

何謂兩集合取捨原理

app_jm — 2025-02-27 08:51:50 UTC

何謂乘法原理

app_jm — 2025-02-27 08:52:27 UTC

直線排列

app_jm — 2025-02-27 08:58:52 UTC

有相同物排列

app_jm — 2025-02-27 08:59:34 UTC

重複排列

app_jm — 2025-02-27 09:00:53 UTC

分堆分人問題

app_jm — 2025-02-27 09:02:34 UTC

二項式定理

app_jm — 2025-02-27 09:03:03 UTC

巴斯卡公式

app_jm — 2025-02-27 09:03:44 UTC

2025-03-05 01:32:25 UTC

23賴幸貝

11330041_3 — 2025-03-05 01:33:44 UTC

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11335018 — 2025-03-05 01:37:46 UTC

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取捨

11330015 — 2025-03-05 01:43:43 UTC

2025-03-05 01:44:36 UTC

2025-03-05 01:45:06 UTC

2025-03-05 01:45:08 UTC

加法原理

2025-03-05 01:51:12 UTC

2025-03-05 01:52:28 UTC

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2025-03-05 01:53:06 UTC

11330041_3 — 2025-03-05 01:53:09 UTC

11330015 — 2025-03-05 01:53:10 UTC

直線排列定義

2025-03-05 01:53:13 UTC

2025-03-05 01:53:36 UTC

11335018 — 2025-03-05 01:55:21 UTC

2025-03-05 01:56:54 UTC

11330015 — 2025-03-05 01:58:02 UTC

2025-03-05 01:58:09 UTC

2025-03-05 01:59:02 UTC

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11330015 — 2025-03-05 02:02:26 UTC

2025-03-05 02:02:49 UTC

2025-03-05 02:03:04 UTC

何謂笛摩根定理

app_jm — 2025-03-05 11:20:32 UTC

2-1函數極限的概念

app_jm — 2025-03-24 02:02:37 UTC

2-2函數極限的定義與其性質

app_jm — 2025-03-24 02:02:56 UTC

2-3 連續函數

app_jm — 2025-03-24 02:03:14 UTC

3-1 導數

app_jm — 2025-03-24 02:03:42 UTC

3-2 微分的規則

app_jm — 2025-03-24 02:05:00 UTC

3-3 連鎖律與隱函數微分

app_jm — 2025-03-24 02:05:44 UTC

3-4 三角函數與反三角函數的微分

app_jm — 2025-03-24 02:08:26 UTC

3-5 指數函數與對數函數的微分

app_jm — 2025-03-24 02:10:09 UTC

正弦函數y=sinx圖形平移與伸縮

app_jm — 2025-06-02 14:22:19 UTC

y=asin(bx+h)+k

餘弦函數y=cosx圖形平移與伸縮

app_jm — 2025-06-02 14:23:12 UTC

y=acos(bx+h)+k

正切函數y=tanx圖形平移與伸縮

app_jm — 2025-06-02 14:23:34 UTC

y=atan(bx+h)+k

app_jm — 2025-06-03 07:26:28 UTC

2025-06-03 07:27:33 UTC