20230405 morning

This commit is contained in:
weiye.wang 2023-04-05 08:24:31 +08:00
parent 02dbbe10d9
commit 955ed9ccfe
5 changed files with 389 additions and 47 deletions

View File

@ -2,7 +2,7 @@ import os,re,json
"""---设置关键字, 同一field下不同选项为or关系, 同一字典中不同字段间为and关系, 不同字典间为or关系, _not表示列表中的关键字都不含, 同一字典中的数字用来供应同一字段不同的条件之间的and---"""
keywords_dict_table = [
{"origin":["杨浦"]}
{"origin":["交大"]}
]
"""---关键字设置完毕---"""
# 示例: keywords_dict_table = [

View File

@ -1,8 +1,8 @@
#修改起始id,出处,文件名
starting_id = 40527
starting_id = 40552
raworigin = ""
filename = r"C:\Users\weiye\Documents\wwy sync\临时工作区\自拟题目9.tex"
editor = "20230403\t王伟叶"
editor = "20230405\t王伟叶"
indexed = False
import os,re,json
@ -85,6 +85,7 @@ for p_and_suffix in problems:
NewProblem["genre"] = "选择题"
else:
NewProblem["genre"] = "解答题"
NewProblem["space"] = "12ex"
print("添加题号"+pid+", "+"来源: " + origin)
pro_dict[pid] = NewProblem
id += 1

File diff suppressed because one or more lines are too long

View File

@ -10,7 +10,7 @@ paper_type = 2 # 随后设置一下后续的讲义标题
"""---设置题块编号---"""
problems = [
"031332,031333,031334,031335,031336,031337,031338,031339,031340,031341,031342,031343","031344,031345,031346,031347","031348,031349,031350,031351,031352"
"040485,040486,040487,040488,040489,040490,040491,040492,040493,040494,040495,040496","040497,040498,040499,040500","040501,040502,040503,040504,040505"
]
"""---设置结束---"""
@ -19,12 +19,12 @@ problems = [
if paper_type == 1:
enumi_mode = 0 #设置模式(1为整卷统一编号, 0为每一部分从1开始编号)
template_file = "模板文件/复习讲义模板.txt" #设置模板文件名
exec_list = [("标题数字待处理","05"),("标题文字待处理","概率与统计")] #设置讲义标题
exec_list = [("标题数字待处理","06"),("标题文字待处理","概率与统计")] #设置讲义标题
destination_file = "临时文件/"+exec_list[0][1]+"_"+exec_list[1][1] # 设置输出文件名
elif paper_type == 2:
enumi_mode = 1 #设置模式(1为整卷统一编号, 0为每一部分从1开始编号)
template_file = "模板文件/测验周末卷模板.txt" #设置模板文件名
exec_list = [("标题替换","高三下学期测验05")] #设置讲义标题
exec_list = [("标题替换","高三下学期周末卷06")] #设置讲义标题
destination_file = "临时文件/"+exec_list[0][1] # 设置输出文件名
elif paper_type == 3:
enumi_mode = 0 #设置模式(1为整卷统一编号, 0为每一部分从1开始编号)

View File

@ -456409,7 +456409,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040410": {
"id": "040410",
@ -456428,7 +456428,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040411": {
"id": "040411",
@ -456447,7 +456447,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040412": {
"id": "040412",
@ -456466,7 +456466,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040413": {
"id": "040413",
@ -456485,7 +456485,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040414": {
"id": "040414",
@ -456620,7 +456620,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040421": {
"id": "040421",
@ -456639,7 +456639,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040422": {
"id": "040422",
@ -456962,7 +456962,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040439": {
"id": "040439",
@ -456981,7 +456981,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040440": {
"id": "040440",
@ -457000,7 +457000,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040441": {
"id": "040441",
@ -457019,7 +457019,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040442": {
"id": "040442",
@ -457038,7 +457038,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040443": {
"id": "040443",
@ -457364,7 +457364,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040460": {
"id": "040460",
@ -457383,7 +457383,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040461": {
"id": "040461",
@ -457402,7 +457402,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040462": {
"id": "040462",
@ -457421,7 +457421,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040463": {
"id": "040463",
@ -457440,7 +457440,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040464": {
"id": "040464",
@ -457714,7 +457714,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040478": {
"id": "040478",
@ -457773,7 +457773,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040481": {
"id": "040481",
@ -457792,7 +457792,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040482": {
"id": "040482",
@ -457811,7 +457811,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040483": {
"id": "040483",
@ -457830,7 +457830,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040484": {
"id": "040484",
@ -457849,7 +457849,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040485": {
"id": "040485",
@ -458174,7 +458174,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040502": {
"id": "040502",
@ -458193,7 +458193,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040503": {
"id": "040503",
@ -458212,7 +458212,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040504": {
"id": "040504",
@ -458231,7 +458231,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040505": {
"id": "040505",
@ -458250,7 +458250,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040506": {
"id": "040506",
@ -458573,7 +458573,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040523": {
"id": "040523",
@ -458592,7 +458592,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040524": {
"id": "040524",
@ -458611,7 +458611,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040525": {
"id": "040525",
@ -458630,7 +458630,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040526": {
"id": "040526",
@ -458649,7 +458649,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040527": {
"id": "040527",
@ -459029,7 +459029,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040547": {
"id": "040547",
@ -459048,7 +459048,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040548": {
"id": "040548",
@ -459067,7 +459067,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040549": {
"id": "040549",
@ -459086,7 +459086,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040550": {
"id": "040550",
@ -459105,7 +459105,7 @@
"same": [],
"related": [],
"remark": "",
"space": ""
"space": "12ex"
},
"040551": {
"id": "040551",
@ -459124,6 +459124,348 @@
"same": [],
"related": [],
"remark": "",
"space": "12ex"
},
"040552": {
"id": "040552",
"content": "已知$a \\in \\mathbf{R}$, 集合$A=\\{x || x | \\leq 2,\\ x \\in \\mathbf{R}\\}$, $B=\\{x | x \\geq a\\}$, 若$A \\subseteq B$, 则$a$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040553": {
"id": "040553",
"content": "若函数$y=f(x)$是定义在$\\mathbf{R}$上的偶函数, 在$(-\\infty, 0]$上是严格减函数, 且$f(2)=0$, 则使得$f(x)<0$的$x$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040554": {
"id": "040554",
"content": "设$m \\in \\mathbf{R}$, 若关于$x$的方程$x^3-x^2-x=m$有$3$个不同的实根, 则$m$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040555": {
"id": "040555",
"content": "己知$k \\in \\mathbf{R}$, 直线$l_1: y=k x+k+2$与直线$l_2: y=-2 x+4$的交点在第一象限, 则$k$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040556": {
"id": "040556",
"content": "已知实数$x$、$y$满足$y=\\sqrt{9-x^2}$, 请分别解决以下问题:\\\\\n(1) $\\dfrac{y}{x-5}$的取值范围是\\blank{50};\\\\\n(2) $(x-5)^2+(y-4)^2$的最小值是\\blank{50};\\\\\n(3) $x+y+5$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040557": {
"id": "040557",
"content": "已知$P$点是$\\triangle ABC$所在平面内一点, 若$\\overrightarrow{AB} \\perp \\overrightarrow{AC}$, $|\\overrightarrow{AB}| \\cdot|\\overrightarrow{AC}|=1$, 且$\\overrightarrow{AP}=\\dfrac{1}{|\\overrightarrow{AB}|} \\overrightarrow{AB}+\\dfrac{9}{|\\overrightarrow{AC}|} \\overrightarrow{AC}$, 求$\\overrightarrow{PB} \\cdot \\overrightarrow{PC}$的最大值.",
"objs": [],
"tags": [],
"genre": "解答题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": "12ex"
},
"040558": {
"id": "040558",
"content": "设$k \\in \\mathbf{R}$, 已知$f(x)=\\begin{cases}-x,& x \\leq 1, \\\\ \\ln 2(x-1),& x>1,\\end{cases}$若不等式$f(x) \\leq|x-k|$对任意的$x \\in \\mathbf{R}$成立, 则$k$的取值范围为\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040559": {
"id": "040559",
"content": "已知向量$\\overrightarrow{AC}, \\overrightarrow{AD}$和$\\overrightarrow{AB}$在单位正方形拼成的矩形中的位置如图所示, 若$\\overrightarrow{AD}=\\lambda \\overrightarrow{AB}+\\mu \\overrightarrow{AC}$, 其中$\\lambda$、$\\mu \\in \\mathbf{R}$, 则$\\lambda \\mu=$\\blank{50}.\n\\begin{center}\n\\begin{tikzpicture}[>=latex, scale= 0.6]\n\\foreach \\i in {0,1,2,3,4}\n{\\draw [dashed] (\\i,-1) -- (\\i,5) (-1,\\i) -- (5,\\i);};\n\\draw [->] (1,2) node [above left] {$A$} -- (2,2) node [above right] {$D$};\n\\draw [->] (1,2) -- (3,0) node [above right] {$C$};\n\\draw [->] (1,2) -- (2,4) node [below right] {$B$};\n\\end{tikzpicture}\n\\end{center}",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040560": {
"id": "040560",
"content": "设$a \\in \\mathbf{R}$, 若不等式$|x-2 a| \\geq \\dfrac{1}{2} x+a-1$对任意的$x \\in \\mathbf{R}$成立, 则$a$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040561": {
"id": "040561",
"content": "如图, 在等腰直角$\\triangle ABC$中, $AB=AC=2$, 点$P$是边$AB$上异于$A$、$B$的一点, 光线从点$P$出发, 经$BC$、$CA$反射后又回到点$P$. 若光线$QR$经过$\\triangle ABC$的内心, 则$AP=$\\blank{50}.\n\\begin{center}\n\\begin{tikzpicture}[>=latex]\n\\draw (0,0) node [below] {$A$} coordinate (A);\n\\draw (2,0) node [below] {$B$} coordinate (B);\n\\draw (0,2) node [left] {$C$} coordinate (C);\n\\draw ({2*sqrt(2)-2},0) node [below] {$P$} coordinate (P);\n\\draw ({4-2*sqrt(2)},{2*sqrt(2)-2}) node [above right] {$Q$} coordinate (Q);\n\\draw (0,{6-4*sqrt(2)}) node [left] {$R$} coordinate (R);\n\\draw (A)--(B)--(C)--cycle(P)--(Q)--(R)--cycle;\n\\end{tikzpicture}\n\\end{center}",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040562": {
"id": "040562",
"content": "若$y=f(x)$是$\\mathbf{R}$上的偶函数, 在区间$[0,+\\infty)$上是严格减函数, 且$f(a)=0$($a>0$), 则不等式$x \\cdot f(x)<0$的解集是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040563": {
"id": "040563",
"content": "设$m \\in \\mathbf{R}$, 若方程$x^2-4|x|+5=m$有$4$个不相等的实根, 则$m$的取值范围是\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040564": {
"id": "040564",
"content": "函数$y=\\dfrac{-1}{x-1}$的图像与函数$y=2 \\sin \\pi x(-2 \\leq x \\leq 4)$的图像所有交点的横坐标之和为\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040565": {
"id": "040565",
"content": "在$\\triangle ABC$中, $AC=4$, 若$\\overrightarrow{AC}$在$\\overrightarrow{AB}$方向上的数量投影是$-2$, 则$|\\overrightarrow{BC}-\\lambda \\overrightarrow{BA}|$($\\lambda \\in \\mathbf{R}$)的最小值为\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040566": {
"id": "040566",
"content": "设$\\{a_n\\}$是等差数列, 其前$n$项和为$S_n$, 若$S_5<S_6$, $S_6=S_7$, $S_7>S_8$, 则下列结论错误的是\\bracket{20}.\n\\twoch{$\\{a_n\\}$的公差小于$0$}{$a_7=0$}{$S_9>S_5$}{$S_6$与$S_7$均为数列$\\{S_n\\}$的最大项}",
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040567": {
"id": "040567",
"content": "若复数$z$满足$|z|=1$, 则$|z+2-\\mathrm{i}|$($\\mathrm{i}$为虚数单位)的最大值为\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
"related": [],
"remark": "",
"space": ""
},
"040568": {
"id": "040568",
"content": "若正实数$a$、$b$满足$3 a+2 b=6$, 则$b+\\sqrt{a^2+b^2-2 b+1}$的最小值为\\blank{50}.",
"objs": [],
"tags": [],
"genre": "填空题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
],
"same": [],
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"remark": "",
"space": ""
},
"040569": {
"id": "040569",
"content": "设$a>0, b$、$c \\in \\mathbf{R}, f(x)=a x^3+b x^2+x$, 若$y=f'(x)$在区间$(-\\infty, 1]$上是严格减函数, 且$b-a^2+2 a+2 \\geq 0$, 则$\\dfrac{b-3}{a-2}$的取值范围是\\bracket{20}.\n\\fourch{$[\\dfrac{3}{2}, 6]$}{$[\\dfrac{1}{2}, \\dfrac{3}{2}]$}{$(\\dfrac{3}{2}, 6]$}{$[\\dfrac{1}{2}, \\dfrac{3}{2})$}",
"objs": [],
"tags": [],
"genre": "选择题",
"ans": "",
"solution": "",
"duration": -1,
"usages": [],
"origin": "2023年空中课堂高三复习课30",
"edit": [
"20230405\t王伟叶"
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"same": [],
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"remark": "",
"space": ""
}
}