If the point is on the x-axis, what is the value of x? A. B. 1 C. 2 D. 3 相关知识点: 试题来源: 解析 A。在 x 轴上的点纵坐标为 0,已知纵坐标为 3,不符合在 x 轴上的条件,所以只有当 x=0 时,点在 y 轴上,同时也在 x 轴上。反馈 收藏 ...
If the coordinates of a point are (-3, 0), then the point lies: A. 后走并主比更点心组别基根车去等题才价做后走并主比更点心组别基根车去等题才价做On the x-axis后走并主比更点心组别基根车去等题才价做后走并主比更点心组别基根车去等题才价做 B. 族真史极率定习会在基无较更族真...
Now read the y-coordinate of this point from the y-axis. You'll get 3.0. By combining x and y-coordinate together, you'll get the co-ordinates of the point as (2.0,3.0) 00:00:54.000 You can write the co-ordinates beside this point like this. Bear in mind, the 2.0 here corre...
A(x,y)satisfy x=0.Then point A is ()(A)the origin(B)on the x-axis(C)on the y-axis(D)on the x-axis or y-axis2 The coordinates of point A (x,y)satisfy x=0.Then point A is ( )(A)the origin (B)on the x-axis (C)on the y-axis (D)on the x-axis or y-axis ...
Coordinate of Points on Axis:A point's {eq}y{/eq} and {eq}z{/eq} coordinates are zero if it is on the {eq}x{/eq} -axis. A point's {eq}x{/eq} and {eq}z{/eq} coordinates are zero if it is on the {eq}y{/eq}-axis. A point'...
Calculate the distance between the newly obtained point on the x-axis, the origin, and the newly obtained point on the y-axis. That location on the x-axis has a value of 2. And the y-axis point has a value of -7. As a result, the x coordinate is 2 and the y coordinate is -...
<p>To solve the question of finding the coordinates of a point on the x-axis and a point on the y-axis, we can follow these steps:</p><p>1. <strong>Understanding the Axes</strong>: - The x-axis is the horizontal line on a graph where the y-coordinate
百度试题 结果1 题目(b) Find the coordinates of the point P where the line / cuts the x-axis.(-10,0) 相关知识点: 试题来源: 解析 (-10,0) 反馈 收藏
12 (a)Find the coordinates of the point where y-2x = 1 crosses the y-axis.01(a)(...) [2](b) The diagram shows the graph of y = 3x + c, where c is a constant.Y单(k, 10)X-2Find the value of k.4(b)k=...3] 相关知识点: 试题来源: 解析 14(a) B1 for (0, ...
1.2Themid-pointofalinesegmentMisthemid-pointofthelinesegmentAB.yxA(4,3)B(10,7)MC(10,3)DThelinethroughthepointMparalleltothey-axismeetsACatD. yxA(4,3)B(10,7)C(10,3)MDyxA(x1,y1)B(x2,y2)C(x2,y1)MD thinkTrytofindthecoordinateofthepointPwhichdividesABintheratioμ:λxyA(x1,y1)CP...