2021年山东省临沂市郯城县中考一模数学试题

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2021-04-25
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资源信息

学段 初中
学科 数学
教材版本 -
年级 九年级
章节 -
类型 试卷
知识点 -
使用场景 中考复习-一模
学年 2021-2022
地区(省份) 山东省
地区(市) 临沂市
地区(区县) -
文件格式 ZIP
文件大小 356 KB
发布时间 2021-04-25
更新时间 2023-04-09
作者 匿名
品牌系列 -
审核时间 2021-04-25
下载链接 https://m.zxxk.com/soft/28143941.html
价格 2.00储值(1储值=1元)
来源 学科网

内容正文:

九年级数学试题答案 第 1 页 共 5 页 九年级数学试题参考答案及评分标准 说明:解答题给出了部分解答方法,考生若有其它解法,应参照本评分标准给分. 一、选择题(每小题 3分,共 42分) 题号 1 2 3 4 5 6 7 8 9 10 11 12 13 14 答案 A B D C A B C B D B D C A C 二、填空题(每小题 3分,共 15分) 15. 2)3(2  x ; 16.4; 17. 2 2 ; 18.5; 19.4. 三、解答题 20.解:原式= 22 4 xxx  ···································································· 2分 = 4x ·················································································· 4分 当 47  时················································································· 5分 原式= 447  ···········································································6分 = 7 ···················································································· 7分 21.解:(1)图形补充正确.·········································································2分 (2)方法一:由(1)知样本容量是 60, ∴该市 2014年(365天)空气质量达到“优”、“良”的总天数约为: 12 36 365 29260    (天).··········································································· 5分 方法二:由(1)知样本容量是 60, ∴该市 2014年(365天)空气质量达到“优”的天数约为: 12 365 7360   (天).·················································································· 3分 该市 2014年(365天)空气质量达到“良”的天数约为: 36 365 219 60   (天).·················································································4分 某市若干天空气质量情况条形统计图 36 30 24 18 12 6 0 优 良 天数 空气质 量类别 重度 污染 轻微 污染 轻度 污染 中度 污染 12 36 3 2 1 6 九年级数学试题答案 第 2 页 共 5 页 ∴该市 2014年(365天)空气质量达到“优”、“良”的总天数约为: 73+219=292(天).···················································································· 5分 (3)随机选取 2014年内某一天,空气质量是“优”的概率为: 12 1 . 60 5  ··································································································· 7分 22.解:过点 D作 DE⊥AC,垂足为 E,设 BE=x,········································· 2分 在 Rt△DEB中,tan∠DBE= BE DE , ∵∠DBC=65°, ∴DE=xtan65°.·························································································4分 又∵∠DAC=45°, ∴AE=DE. ∴132+x=xtan65°, ∴解得 x≈115.8, ∴DE≈248(米). ··················································································

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2021年山东省临沂市郯城县中考一模数学试题
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2021年山东省临沂市郯城县中考一模数学试题
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