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高频错题
#1 · 常错题
今年市委市政府积极推进创建“全国文明城市”工作,市创城办公室为了调查初中学生对“社会主义核心价值观”内容的了解程度\((\)程度分为:“\(A-\)十分熟悉”,“\(B-\)了解较多”,“\(C-\)了解较少”,“\(D-\)不知道”\()\),对我市一所中学的学生进行了随机抽样调查,根据调查结果绘制了两幅不完整的统计图如图,根据信息解答下列问题: \((1)\)本次抽样调查了多少名学生; \((2)\)补全条形统计图和扇形统计图; \
#2 · 常错题
在平面直角坐标系中,点A的坐标为(1,1),点B的坐标为(11,1),点 C 到直线 AB的距离为4,且△ABC是直角三角形,则满足条件的点 C 有个.
#3 · 常错题
如图所示,直线AB、CD相交于点O,OM⊥AB, (1)若∠1=∠2,求∠NOD的度数 1 (2)若∠1=∠BOC,求∠AOC和∠MOD的度数. 4
#4 · 常错题
分类讨论思想是数学的重要思想,在学习有理数的过程中,也深有感受$!$ $(1)$当$ab \lt 0$时,若$b \gt 0$,$|a| \lt |b|$,则$a+b \_\_\_\_\_\_0$; $(2)$当$abc \lt 0$时,若$ab \gt 0$,则$c \_\_\_\_\_\_0$; $(3)$已知$a$,$b$,$c$是非零有理数,则$\frac{a}{|a|}+\frac{b}{|b|}+\frac{c}{|c|}=
#5 · 常错题
一批水果的标准质量是$30$千克,超出标准质量记为正,低于标准质量记为负,现记录如下:$+8$,$-9$,$-5$,$+7$,$-8$,$-6$,$+7$,$+10$. $(1)$这批水果总共有多少千克? $(2)$第一天按每千克价格$5$元卖出了这批水果的一半,第二天为了吸引顾客把第一天卖水果的价格降价$20\%$后作为新的价格,卖完了剩下的水果,请计算一下这批水果一共卖了多少钱?
#6 · 常错题
将循环小数化为分数:整数、有限小数、循环小数都可以化成分数,整数和有限小数化成分数容易,循环小数如何化成分数呢?请看下面的例子. 将循环小数$0.288\ldots $化成分数:将$0.288\ldots $分别乘$10$和$100$,得$2.88\ldots $和$28.88\ldots $,两个得数相减得$26(两个得数小数部分相同)$,而相减所得的$26$应该是$0.288\ldots $的$\left(100-10\right)
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A small boy at summer camp received a bag of cookies in the mail from his mother.He ate a few,and then put the rest under his bed.The next day,after lunch,he went to his tent to get a cookie.The box was gone. That aftern
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Some students cheat (作弊) because they\’re busy or lazy and they want to get good grades without(1)______ the time studying.Other students might feel that they can\’t (2)______ the test without cheating.Even when there se
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—I love making friends on the Internet.All of my online friends are so kind to me. — .Few of them would become your real friends.( )
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—I\’m sorry I made mistake.But I won\’t make the same mistake for second time. —Never mind.Nobody is perfect.( )
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已知一个三角形的两边$a$,$b$满足$\left(a-2b+4\right)^{2}+|6-b|=0$,则此三角形的第三边不可能为( )
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综合与实践 中线是三角形中的重要线段之一,在利用中线解决几何问题时,常常采用"倍长中线法"添加辅助线. 【提出问题】如图①,$\triangle ABC$中,若$AB=4$,$AC=6$,求$BC$边上的中线$AD$的取值范围; 【探究方法】同学们经过合作交流,得到了如下的解决方法:延长$AD$至点$E$,使$DE=DA$,连接$BE$. 请你根据同学们的方法完成下面的任务: ①根据题意,补全图形; ②根据同学们的方法,可以证_____
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如图,在等边$\triangle ABC$中,点$D$为$AB$边上一点,点$E$为$BC$边上一点,连接$DE$并延长$DE$交$AC$延长线于点$F$,$DE=FE$,过点$E$作$EG\bot BC$交$AC$于点$G$. $(1)$求证:$BD=CF$; $(2)$当$DF\bot AB$时,试判断以$D$、$E$、$G$为顶点的三角形的形状,并说明理由.
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如图,圆柱形容器高$9cm$,底面周长$10cm$,在杯口点$B$处有一滴蜂蜜,此时蚂蚁在杯外壁底部与蜂蜜相对的$A$处,若蚂蚁刚出发时发现$B$处的蜂蜜正以每秒钟$1cm$沿杯内壁下滑,$3$秒钟后蚂蚁吃到了蜂蜜,求蚂蚁的平均速度至少是______$cm/s.$
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如图,已知$\triangle ABC$中,点$D$、$E$分别是边$BC$、$AB$的中点.若$\triangle ABC$的面积等于$8$,则$\triangle BDE$的面积等于( )
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Welcome to the biggest store in Europe—Harrods! Harrods is one of the busiest stores in London.Nearly 35,000 people come to the store every day and more than 4,000 people work here. Ann goes shopping there with the help
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