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录入2023北京高考答案

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weiye.wang 2023-06-24 20:57:05 +08:00
parent c2e431d1b1
commit 8ab00417a6
2 changed files with 59 additions and 3102 deletions
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3119
工具/文本文件/metadata.txt
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题库0.3/Problems.json
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@ -467029,7 +467029,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "A",
"solution": "",
"duration": -1,
"usages": [],
@ -467049,7 +467049,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "D",
"solution": "",
"duration": -1,
"usages": [],
@ -467069,7 +467069,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "B",
"solution": "",
"duration": -1,
"usages": [],
@ -467089,7 +467089,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "C",
"solution": "",
"duration": -1,
"usages": [],
@ -467109,7 +467109,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "D",
"solution": "",
"duration": -1,
"usages": [],
@ -467129,7 +467129,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "D",
"solution": "",
"duration": -1,
"usages": [],
@ -467149,7 +467149,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "B",
"solution": "",
"duration": -1,
"usages": [],
@ -467169,7 +467169,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "C",
"solution": "",
"duration": -1,
"usages": [],
@ -467189,7 +467189,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "C",
"solution": "",
"duration": -1,
"usages": [],
@ -467209,7 +467209,7 @@
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"ans": "B",
"solution": "",
"duration": -1,
"usages": [],
@ -467229,7 +467229,7 @@
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"ans": "$1$",
"solution": "",
"duration": -1,
"usages": [],
@ -467249,7 +467249,7 @@
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"ans": "$\\dfrac{x^2}{2}-\\dfrac{y^2}{2}=1$",
"solution": "",
"duration": -1,
"usages": [],
@ -467269,7 +467269,7 @@
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"ans": "$\\dfrac{9\\pi}{4}$, $\\dfrac{\\pi}{3}$",
"solution": "",
"duration": -1,
"usages": [],
@ -467289,7 +467289,7 @@
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"ans": "$48$, $384$",
"solution": "",
"duration": -1,
"usages": [],
@ -467309,7 +467309,7 @@
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"ans": "\\textcircled{2}\\textcircled{3}",
"solution": "",
"duration": -1,
"usages": [],
@ -467329,7 +467329,7 @@
"objs": [],
"tags": [],
"genre": "解答题",
"ans": "",
"ans": "(1) 证明略; (2) $\\dfrac{\\pi}{3}$",
"solution": "",
"duration": -1,
"usages": [],
@ -467349,7 +467349,7 @@
"objs": [],
"tags": [],
"genre": "解答题",
"ans": "",
"ans": "(1) $\\varphi=-\\dfrac{\\pi}{3}$; (2) 选条件\\textcircled{1}不能使函数$f(x)$存在, 条件\\textcircled{2}\\textcircled{3}均可解得$\\omega = 1$, $\\varphi=-\\dfrac{\\pi}{6}$",
"solution": "",
"duration": -1,
"usages": [],
@ -467369,7 +467369,7 @@
"objs": [],
"tags": [],
"genre": "解答题",
"ans": "",
"ans": "(1) $0.4$; (2) $0.168$; (3) 不变的概率最大",
"solution": "",
"duration": -1,
"usages": [],
@ -467389,7 +467389,7 @@
"objs": [],
"tags": [],
"genre": "解答题",
"ans": "",
"ans": "(1) $\\dfrac{x^2}{9}+\\dfrac{y^2}{4}=1$; (2) 证明略",
"solution": "",
"duration": -1,
"usages": [],
@ -467409,7 +467409,7 @@
"objs": [],
"tags": [],
"genre": "解答题",
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"ans": "(1) $a=-1$, $b=1$; (2) 单调递减区间为$(0,3-\\sqrt{3})$和$(3+\\sqrt{3},+\\infty)$, 单调递增区间为$(-\\infty, 0)$和$(3-\\sqrt{3}, 3+\\sqrt{3})$; (3) $3$个",
"solution": "",
"duration": -1,
"usages": [],
@ -467429,7 +467429,7 @@
"objs": [],
"tags": [],
"genre": "解答题",
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"ans": "(1) $r_0=0$, $r_1=1$, $r_2=2$, $r_3=3$; (2) $r_n=n$($n \\in \\mathbf{N}$); (3) 证明略",
"solution": "",
"duration": -1,
"usages": [],