2022年平面直角坐标系单元试卷 .pdf
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1、例 1.平面上有点P,P到坐标轴的距离均为正整数,若点 P到 x 轴、y 轴的距离之积为10,试写出符合条件的点的坐标例 2.将边长为1 的正方形ABCD放在直角坐标系中,使C的坐标为(21,21)请建立直角坐标系,并求其余各点的坐标例 3如果规定北偏东30的方向记作30,沿这个方向行走50 米记作 50,图中点 A 记作(30,50),北偏西 45记作 45,沿着该方向的反方向走20 米记作 20,图中点 B记作(45,20)问:(1)(75,15),(10,25)分别表示什么意义?(2)在图中标出点(60,30)和(30,40)例 4A的坐标是)2,2(,点C的坐标)1,2(,将点A向右平
2、移3 个单位得到点B.(1)求 B、C两点的距离.(2)请在如图所示的直角坐标平面内,标出点B的位置,并写出点B的坐标.(3)判断ABC的形状.(4)若保持点C、点B的位置不变,允许点A的坐标发生变化,在如图所示的直角坐标平面内,你是否还能够找到其他的点,使ABC具备题(3)所判断出的形状,直接写出点A的坐标6 5 4 3 2 1 O 1-6 2 3 4 5 6 x y-5-4-3-2-1-1-2-3-4-5-6 AC8642-2-4-6-8-5510 xyO巩固训练1.如图,在ABC中,已知AB=AC=2,点A的坐标是(1,0),点B、C在y轴上(1)求点 B、C的坐标;(2)试判断在x轴上
3、是否存在点P,使PAB、PAC和PBC都是等腰三角形 如果存在这样的点P有几个?写出点P的坐标;如果不存在,请说明理由2.已知点A的坐标是(3,0),点B的坐标是(1,0),ABC是等腰三角形,且一边上的高为 4,写出所有满足条件的点C的坐标3.在直角坐标平面内,已知点A(0,5)和点B(2,4),BC=4,且 BC/x轴(1)在图中画点C的位置,并写出点C的坐标;(2)联结AB、AC、BC,判断ABC的形状,并求出它的面积x y O 1 B C A-1-1 1 文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N
4、10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9
5、 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6
6、P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1
7、文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:C
8、N7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4
9、X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10
10、HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1例 5点 A(1a,2b)与点 B(4,2)关于原点对称,则点C(a,b)到y轴的距离为。例 6点 P(22m,m)在第四象限的角平分线上,则点(m,1m)关于y轴的对称点坐标是。1.已知点M(3,2)与点M(x,y)在同一条平行于x轴的直线上,且M到y轴的距离等于4,那么点M的坐标是()A、(4,
11、2)或(4,2)B、(4,2)或(4,2)C、(4,2)或(5,2)D、(4,2)或(1,2)2、已知,如果,那么点()A、关于原点对称 B、关于轴对称C、关于轴对称D、关于过点的直线对称例 7、如图,梯形中,点在轴上,点在轴上,求点的坐标和的长.练习:点,点,点在轴上,如果的面积为15,求点的坐标.文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6
12、N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V
13、9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D
14、6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R
15、1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:
16、CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J
17、4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10
18、 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1三课后练习一、选择题:1、如果点P既在x轴下方,又在y轴右侧,且距x轴、y轴的距离分别是a2、a3,那么点 P的坐标是()A、(a2,a3)B、(a3,a2)C、(a2,a3)D、(a3,a2)2、已知点P(42a,27a)在第二象限的角平分线上,则a等于()A、3 B、3 或 1 C、1 D、3213、如图,将ABCD对角线交点与直角坐标系的原点重合,点 A与点 B的坐标分别是(2,1),(21,1),则点 C和点 D的坐标分别为()A、(2,1)和(21,1
19、)B、(2,1)和(21,1)C、(2,1)和(21,1)D、(1,2)和(1,21)4、矩形中,三点的坐标分别是点的坐标是()A、B、C、D、5、如果点在第一象限,那么点在()A、第四象限B、第三象限C、第二象限D、第一象限6、直角坐标系中有一点,其中,则点的位置在()A、原点B、轴上 C、轴上 D、坐标轴上7、直角坐标系中,点在第二象限,且到轴、轴距离分别为3,则点坐标为()A、B、C、D、二、填空题:1、若点(24a,1a)在y轴负半轴上,则a。2、已知点P(93a,a1)是第三象限的点,且横、纵坐标均为整数,若P、Q 关于原点对称,则Q点坐标是。文档编码:CN7K8J4X3G10 HD
20、7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10
21、L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 Z
22、E1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2
23、P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档
24、编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7
25、K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3G10 HD7Y6N10L8V9 ZE1D6P2P1R1文档编码:CN7K8J4X3
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