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七年级《有理数》培优练习题(有答案)

七年级《有理数》培优练习题(有答案)
七年级《有理数》培优练习题(有答案)

1.计算:1﹣(+2)+3﹣(+4)+5﹣(+6)…+2015﹣(+2016)= .

2.已知a 、b 、c 的位置如图:则化简|﹣a|﹣|c ﹣b|﹣|a ﹣c|= .

3.有理数a 、b 在数轴上的位置如图所示

化简:|a+2|﹣|a|+|b ﹣1|+|a+b|可得到 .

4.在数轴上,点P 表示的数是a ,点P′表示的数是,我们称点P′是点P 的“相关点”,已知数轴上A 1的相关点为A 2,点A 2的相关点为A 3,点A 3的相关点为A 4…,这样依次得到点A 1、A 2、A 3、A 4,…,A n .若点A 1在数轴表示的数是,则点A 2016在数轴上表示的数是 .

5.如果x 、y 都是不为0的有理数,则代数式

的最大值是 .

6.|x+2|+|x ﹣2|+|x ﹣1|的最小值是 .

7.当式子|x+1|+|x ﹣2|取最小值时,相应的x 的取值范围是 ,最小值是 .

8.如图,方格表中的格子填上了数,每一行每一列及两条对角线中所填数的和均相等,则x 的值 .

9.先观察:1﹣=×,1﹣=×,1﹣=×,… (1)探究规律填空:1﹣

=

× ; (2)计算:(1﹣

)?(1﹣

)?(1﹣)…(1﹣) 10.阅读下列各式:(a?b)2=a 2b 2,(a?b)3=a 3b 3,(a?b)4=a 4b 4

回答下列三个问题:

(1)验证:(2×)100= ,2100×()100= ;

(2)通过上述验证,归纳得出:(a?b)n= ;(abc)n= .

(3)请应用上述性质计算:(﹣0.125)2017×22016×42015.

11.数轴上的点M对应的数是2,一只蚂蚁从点M出发沿着数轴以每秒2个单位的速度向左或向右爬行,当它到达数轴上的点N后,立即返回到原点,共用6秒.

(1)蚂蚁爬行的路程是多少?

(2)点N对应的数是多少?

(3)点M和点N之间的距离是多少?

12.我们已经学习过“乘方”和“开方”运算,下面给同学们介绍一种新的运算,即对数运算.

定义:如果a b=N(a>0,a≠1,N>0),则b叫做以a为底N的对数,记作log a N=b.

例如:因为53=125,所以log5125=3;因为112=121,所以log11121=2.

(1)填空:log66= ,log381= .

(2)如果log2(m﹣2)=3,求m的值.

13.在抗洪抢险中,解放军战士的冲锋舟加满油沿东西方向的河流抢救灾民,早晨从A地

出发,晚上到达B 地,约定向东为正方向,当天的航行路程记录如下(单位:千米):14,﹣9,+8,﹣7,13,﹣6,+12,﹣5.

(1)请你帮忙确定B地位于A地的什么方向,距离A地多少千米?

(2)若冲锋舟每千米耗油0.5升,油箱容量为28升,求冲锋舟当天救灾过程中至少还需补充多少升油?

(3)救灾过程中,冲锋舟离出发点A最远处有多远?

14.已知:数轴上点A表示的数是8,点B表示的数是﹣4.动点P从点A出发,以每秒6个单位长度的速度沿数轴向左运动,动点Q从点B出发,以每秒4个单位长度的速度沿数轴向左运动.P,Q两点同时出发.

(1)经过多长时间,点P位于点Q左侧2个单位长度?

(2)在点P运动的过程中,若点M是AP的中点,点N是BP的中点,求线段MN的长度.

15.已知数轴上的点A和点B之间的距离为32个单位长度,点A在原点的左边,距离原点5个单位长度,点B在原点的右边.

(1)点A所对应的数是,点B对应的数是;

(2)若已知在数轴上的点E从点A出发向左运动,速度为每秒2个单位长度,同时点F 从点B出发向左运动,速度为每秒4个单位长度,在点C处点F追上了点E,求点C对应的数.

16.如图,点A、B都在数轴上,且AB=6

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