2355 lines
49 KiB
JSON
2355 lines
49 KiB
JSON
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"020733",
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"020734",
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"020735",
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"020736",
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"020737",
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"020738",
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"020740",
|
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"020746",
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"020748",
|
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"020749"
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],
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"remarks": ""
|
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},
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"G20260148": {
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"id": "G20260148",
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"name": "等比数列的前$n$项和(1)",
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"objects": [
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"K0404002X",
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"K0404003X",
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"K0404004X"
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],
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"B00114"
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],
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"examples_basic": [
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"018273",
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"018274",
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"018275"
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],
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"examples_adv": [
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"018277",
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"018278"
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],
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"work_inclass": [
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"009885",
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"homework": [
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"020751",
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"020753",
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"020754",
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"020755",
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"020756",
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"020757",
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"020760",
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"020762",
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"020758",
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"020759"
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"remarks": ""
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},
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"G20260149": {
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"id": "G20260149",
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"name": "等比数列的前$n$项和(2)",
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"objects": [
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"K0405002X",
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"B00115",
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"018281",
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"018279",
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"018280"
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"018283",
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"010769"
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"020765",
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"020768",
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"020769",
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"020771",
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"020772",
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"020774",
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],
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"remarks": ""
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},
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"G20260150": {
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"id": "G20260150",
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"name": "数列的概念与性质",
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"K0406002X",
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"K0406003X",
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"B00121"
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"018286",
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"018287",
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"018288"
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"020785",
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"020787",
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"020788",
|
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"020789",
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"020790",
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"020791",
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"020793",
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"010777"
|
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"id": "G20260151",
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"name": "利用递推公式表示数列",
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"K0407002X",
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"B00122"
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|
|
"018291",
|
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"009894",
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"010774",
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],
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"018294",
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"020805",
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"020804",
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|
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"020794",
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"020795",
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"020796",
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"020797",
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"020800",
|
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"020801",
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"020802",
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"020837",
|
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"020838",
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"020843",
|
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"019302"
|
|
],
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"remarks": "思考: 将018292中递推式改为$a_n=3a_{n-1}+1$, 拓展一阶线性递推"
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},
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"id": "G20260152",
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"name": "数学归纳法",
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"K0408002X",
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"K0408003X"
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|
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"B00123"
|
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],
|
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|
|
"018295",
|
|
"018296"
|
|
],
|
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"examples_adv": [
|
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"018298",
|
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"018299"
|
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],
|
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|
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"009896",
|
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"010782",
|
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"010786"
|
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],
|
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"homework": [
|
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"020809",
|
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"020810",
|
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"020811",
|
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"020817",
|
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"020812",
|
|
"020814",
|
|
"020815",
|
|
"020813",
|
|
"020816"
|
|
],
|
|
"remarks": ""
|
|
},
|
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"G20260153": {
|
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"id": "G20260153",
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"name": "数学归纳法的应用",
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"objects": [
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"K0409001X",
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"K0409002X"
|
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],
|
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"basicknowledges": [
|
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"B00124"
|
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],
|
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"examples_basic": [
|
|
"018300",
|
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"018301",
|
|
"018302"
|
|
],
|
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"examples_adv": [
|
|
"020829"
|
|
],
|
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"work_inclass": [
|
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"018306",
|
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"010788"
|
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"020819",
|
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"020820",
|
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"020821",
|
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"020824",
|
|
"020825",
|
|
"020826",
|
|
"020832",
|
|
"020833"
|
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],
|
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|
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},
|
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|
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"id": "G20260154",
|
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"name": "用迭代序列求$\\sqrt{2}$的近似值",
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|
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|
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"009902",
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"009903",
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|
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"018307",
|
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"018308"
|
|
],
|
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"work_inclass": [
|
|
"018309"
|
|
],
|
|
"homework": [
|
|
"019303"
|
|
],
|
|
"remarks": ""
|
|
},
|
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"id": "G20260155",
|
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"name": "必修第一章集合与逻辑复习",
|
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"objects": [],
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|
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|
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|
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"homework": [
|
|
"000001",
|
|
"000002",
|
|
"000003",
|
|
"000004",
|
|
"000005",
|
|
"000006",
|
|
"000007",
|
|
"000008",
|
|
"000009",
|
|
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|
|
"000011",
|
|
"030001",
|
|
"000013",
|
|
"000014",
|
|
"000015",
|
|
"000016",
|
|
"000017",
|
|
"000018",
|
|
"000019"
|
|
],
|
|
"remarks": ""
|
|
},
|
|
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|
|
"id": "G20260156",
|
|
"name": "必修第二章等式与不等式复习",
|
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"objects": [],
|
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|
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"examples_adv": [],
|
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|
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|
|
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|
|
"000021",
|
|
"000023",
|
|
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|
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|
|
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|
|
"000029",
|
|
"000032",
|
|
"000033",
|
|
"000034",
|
|
"000035",
|
|
"000036",
|
|
"000037",
|
|
"000038",
|
|
"000039",
|
|
"000041",
|
|
"000043",
|
|
"000044",
|
|
"000045",
|
|
"000046"
|
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],
|
|
"remarks": ""
|
|
},
|
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|
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"id": "G20260157",
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"name": "必修第三章幂、指数与对数复习",
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|
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|
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|
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|
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"000049",
|
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|
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|
|
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|
|
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|
|
"000052",
|
|
"000053",
|
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|
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|
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"000056",
|
|
"000058",
|
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|
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"000060"
|
|
],
|
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|
|
},
|
|
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|
|
"id": "G20260158",
|
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"name": "必修第四章幂函数、指数函数与对数函数复习",
|
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|
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|
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|
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|
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"homework": [
|
|
"000061",
|
|
"000062",
|
|
"000063",
|
|
"000066",
|
|
"000067",
|
|
"000068",
|
|
"000069",
|
|
"000070",
|
|
"000071",
|
|
"000072",
|
|
"000073"
|
|
],
|
|
"remarks": ""
|
|
},
|
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|
|
"id": "G20260159",
|
|
"name": "必修第五章函数的概念、性质及应用复习",
|
|
"objects": [],
|
|
"basicknowledges": [],
|
|
"examples_basic": [],
|
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"examples_adv": [],
|
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"work_inclass": [],
|
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"homework": [
|
|
"000076",
|
|
"000077",
|
|
"000078",
|
|
"000079",
|
|
"000080",
|
|
"000081",
|
|
"000082",
|
|
"000084",
|
|
"000085",
|
|
"000087",
|
|
"000088",
|
|
"000089",
|
|
"000090",
|
|
"000091",
|
|
"000092",
|
|
"020601",
|
|
"020623"
|
|
],
|
|
"remarks": ""
|
|
},
|
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"G20260160": {
|
|
"id": "G20260160",
|
|
"name": "选择性必修第四章数列复习",
|
|
"objects": [],
|
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|
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|
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|
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|
|
}
|
|
} |