The point (2,3) is reflected four times about coordinate axes continuously starting with x -axis. Then the area of quadrilateral formed in sq.units is

If the plane x/1 + y/2 + z/3=1 meets the co-ordinate axes in the points A, B and C, then area of triangleABC in sq. units is

A tangent to the curve xy=100 at a point on it forms a triangle with the coordinate axes, then the area of the triangle thus formed is 1) 100 sq.units 2) 200 sq.units 3) depending on coordinates of point of contact 4) 50 sq.units

If lines are drawn from the point (-5, 3) to the coordinate axes then area of quadrilateral formed by these lines with coordinate axes is

Let A-=(-4, 0), B -= (-1, 4). C and D are points which are symmetric to points A and B respectively with respect to y-axis, then area of the quadrilateral ABCD is (A) 8 sq units (B) 12 sq. units (C) 20 sq. units (D) none of these

The area of the quadrilateral formed by y=1-x,y=2-x and the coordinate axes is

The point (3,2) is reflected in the y-axis and then moved a distance of 5 units towards the negative side of y-axis . The coordinate of the point thus obtained , are

A tangent to y^(2)=7x is equally inclined with the coordinate axes.Then the area of the trianglinate by the tangent is coordinate axis (in sq.unts) is

Write the coordinates the reflections of point (3,5) in X and Y -axes.

If A(1,1),B(2,3),C(-1,1) are the points of P is a point such that the area of the quadrilateral PABC is 3 sq units then locus of P is