difference between abscissa and ordinate

Also, state the quadrant to which the point belongs. Identify the ordinate and abscissa of the points represented by A, B, C, D, and E in the coordinate system example given in the figure. The Ordinate in Coordinate System Examples It is in the fourth quadrant if x is positive and y is negative.Īn example of plotting a point P (2, 3) is shown in the figure below. The point is in the third quadrant if both x and y are negative. It lies in the second quadrant if x is negative and y is positive. The point lies in the first quadrant if both x and y are positive. If a point is represented by A (x, y), it is plotted on a cartesian plane at a distance of x unit from the Y-axis and a distance of x units from the Y-axis. the vertical distance of a point from the origin. The ordinate in the coordinate system of a point gives the perpendicular distance of a point from the X-axis. The perpendicular axes divide the plane into four equal parts called the quadrants. In other words, the cartesian plane is a representation of two number lines mutually perpendicular to each other. The cartesian plane consists of two axes X and Y mutually perpendicular to each other. Similarly, a point in a cartesian space is represented as P (x, y, z). The point in a cartesian plane is represented along with its coordinates as P (x, y). The three dimensions of the object represented by X, Y, and Z axes are length, width, and height respectively. Similarly in the cartesian space, the object is represented as a 3-dimensional view. The two dimensions: length and width are represented by the X and Y coordinates respectively. The cartesian plane is a two-dimensional representation of geometric figures. It is used to represent the position of an object along with its dimensions in a plane or space. The Cartesian coordinate system was developed by Rene Descartes, a great Mathematician. For a set of points having the same ordinate and different abscissa, the line joining these points is a straight line parallel to the X-axis. The ordinate gives the horizontal distance of a point from the origin. It refers to the perpendicular distance of the point from the X-axis and is parallel to the Y-axis. The ordinate in the coordinate system refers to the y coordinate of any point in a cartesian plane. So the point is in quadrant I.Ordinate is a term associated with the planar representation of a point in the cartesian coordinate system. the ordinate is 5 and the abscissa is 3.the abscissa is -5 and the ordinate is 3.the abscissa is -5 and the ordinate is -3.the ordinate is 5 and the abscissa is -3.Without plotting the points indicate the quadrant in which they are located, if Clearly, point (3, 5) is in 1st quadrant.Clearly, point (5, 3) is in 2nd quadrant.the point (5, - 3) is in the 3rd quadrant.Clearly, point (3, 5) is in the 2nd quadrant.Read More: Section Formula in Coordinate Geometry

the ordinate is 5 and the abscissa is 3 (3 Marks).the abscissa and - 5 and the ordinate is 3.the abscissa is 5 and the ordinate is - 3.the ordinate is 5 and the abscissa is - 3.Without plotting the points indicate the quadrant in which they are located, if: whose ordinate is -4 and lies on the y-axis. whose abscissa is 5 and lies on the x-axis. (abscissa of P) – (abscissa of Q) will be 1. If the coordinates of two points are P (-2, 3) and Q (-3, 5), then find (abscissa of P) – (abscissa of Q). Without plotting the points indicate the quadrant in which they will lie, if (i.) Ordinate is -3 and abscissa is -2 (ii.) Abscissa is 5 and ordinate is -6. The Abscissa is -3 and the ordinate is -4. Write abscissa and ordinate of point (-3,-4). The abscissa and ordinate of the point with coordinates (8,12) is Write the ordinate value of all points on the x-axis.

Difference between abscissa and ordinate