ABCD is square in which A lies on positive y-axis and B lies on the positive x-axis. If D is the point (12, 17), then co-ordinate axis. of C is

The vertices A and D of square ABCD lie on the positive sides of x- and y-axis, respectively.If the vertex C is the point (12,17), then the coordinates of vertex B are (14,16)(b)(15,3)17,5) (d) (17,12)

Consider the triangle POQ where 'O' is the origin.P lies on the positive x-axis,lies on the positive y-axis and the segment PQ contains the point (3,1). Find the smallest area of a triangle.

The point whose ordinate is 3 and which lies on the y-axis is

A point which lies on both the axis is __________

A point which lies on y-axis are of the from ___________.

A rectangle has one side on the positive y-axis and one side on the positive x -axis.The upper right hand vertex of the rectangle lies on the curve y=(ln x)/(x^(2)). The maximum area of the rectangle is

Let ABCD be a square two of whose adjacent vertices, say A, B on the positive X-axis and the positive Y-axis, respectively. If C has co-coordinates (u,v) in the first quadrant, determine the area of ABCD in terms of u and v.

A point lies on the x-axis. Find its y and z-cordinates

In the figure, point B(0,2b) lies on Y-axis and A(2a,0) lies on X-axis. C is the midpoint of AB. Find the coordinates of C and hence using distance formula. Show C is equidistant from points B,O and A.