From 892ee77774a35c1e85a572ffa00d1c7d4b797c83 Mon Sep 17 00:00:00 2001 From: litou <615373176@qq.com> Date: Tue, 27 Feb 2024 10:05:20 +0800 Subject: [PATCH] =?UTF-8?q?=E6=A0=A1=E6=9C=AC=E6=89=80=E6=9C=89=EF=BC=8C?= =?UTF-8?q?=E5=85=B143=E4=BB=BD?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- 备课组/25届/校本材料.json | 253 ++++++++++++++++++++++++++++++++++++++ 1 file changed, 253 insertions(+) diff --git a/备课组/25届/校本材料.json b/备课组/25届/校本材料.json index 823cdd5b..fb3daa00 100644 --- a/备课组/25届/校本材料.json +++ b/备课组/25届/校本材料.json @@ -618,6 +618,259 @@ "022083" ] }, + "G20250427": { + "id": "G20250427", + "name": "导数的概念", + "filename": "导数的概念", + "homework": [ + "021365", + "021366", + "021367", + "021368", + "021369", + "021370", + "023638", + "021371", + "021373", + "021374" + ] + }, + "G20250428": { + "id": "G20250428", + "name": "导数的几何意义", + "filename": "导数的几何意义", + "homework": [ + "021375", + "021376", + "010793", + "022022", + "041042", + "021382", + "022023", + "021383" + ] + }, + "G20250429": { + "id": "G20250429", + "name": "基本初等函数的导数", + "filename": "基本初等函数的导数", + "homework": [ + "021384", + "021385", + "021386", + "021387", + "021389", + "021391", + "022025", + "021388", + "021392" + ] + }, + "G20250430": { + "id": "G20250430", + "name": "导数的四则运算", + "filename": "导数的四则运算", + "homework": [ + "021393", + "021394", + "041043", + "021396", + "022027", + "021397", + "022028", + "021401" + ] + }, + "G20250431": { + "id": "G20250431", + "name": "简单复合函数的导数", + "filename": "简单复合函数的导数", + "homework": [ + "021403", + "022029", + "022030", + "022031", + "022032", + "022033", + "022034", + "021410" + ] + }, + "G20250432": { + "id": "G20250432", + "name": "利用导数研究函数的单调性", + "filename": "利用导数研究函数的单调性", + "homework": [ + "022035", + "022036", + "022037", + "021413", + "022038", + "022039", + "021415", + "022040" + ] + }, + "G20250433": { + "id": "G20250433", + "name": "利用导数研究函数的极值", + "filename": "利用导数研究函数的极值", + "homework": [ + "022041", + "021418", + "021420", + "021421", + "021422", + "021423", + "022042", + "022043", + "015852", + "021425", + "021428" + ] + }, + "G20250434": { + "id": "G20250434", + "name": "利用导数研究函数的最值", + "filename": "利用导数研究函数的最值", + "homework": [ + "022044", + "022045", + "041044", + "022046", + "022047", + "021432", + "021434", + "041045", + "021435", + "041046" + ] + }, + "G20250435": { + "id": "G20250435", + "name": "利用导数解决实际问题", + "filename": "利用导数解决实际问题", + "homework": [ + "021437", + "021438", + "031805" + ] + }, + "G20250436": { + "id": "G20250436", + "name": "条件概率", + "filename": "条件概率", + "homework": [ + "004572", + "004573", + "004574", + "004575", + "004576", + "004577", + "004578" + ] + }, + "G20250437": { + "id": "G20250437", + "name": "全概率公式", + "filename": "全概率公式", + "homework": [ + "004579", + "004580", + "004581", + "004582", + "004583", + "004584", + "004585", + "004586", + "004587" + ] + }, + "G20250438": { + "id": "G20250438", + "name": "随机变量与分布", + "filename": "随机变量与分布", + "homework": [ + "004588", + "041047", + "004590", + "004591", + "004592", + "004593", + "004594", + "004595" + ] + }, + "G20250439": { + "id": "G20250439", + "name": "期望", + "filename": "期望", + "homework": [ + "041048", + "004597", + "004598", + "004599" + ] + }, + "G20250440": { + "id": "G20250440", + "name": "方差", + "filename": "方差", + "homework": [ + "041049", + "004601", + "004602" + ] + }, + "G20250441": { + "id": "G20250441", + "name": "二项分布", + "filename": "二项分布", + "homework": [ + "004603", + "004604", + "004605", + "004606", + "004607", + "004608", + "004609", + "004610", + "004611" + ] + }, + "G20250442": { + "id": "G20250442", + "name": "超几何分布", + "filename": "超几何分布", + "homework": [ + "004612", + "004613", + "004614", + "004615", + "004616", + "004617", + "004618" + ] + }, + "G20250443": { + "id": "G20250443", + "name": "正态分布", + "filename": "正态分布", + "homework": [ + "019240", + "014818", + "010903", + "030519", + "030534", + "030517", + "030518", + "019245", + "030535", + "030538", + "030540", + "030552" + ] + }, "H20250301": { "id": "H20250301", "name": "空间的点、直线与平面(1)",