Draw the coordinate axes and mark the points `A(1,1)`,`B(7,1)`.

Draw the coordinate axes and mark the points A(-3,0) . B(3,0) and C(0,3sqrt3) .

Draw the co-ordinate axes and mark the point (4,0) . Draw an isosceles right angled triangle with this point as one of its vertices.

The equation of the straight line making angles 60^(@),60^(@)and45^(@) with positive direction of the coordinate axes and passing through the point (2,1,-1) is a) sqrt(2)(x-2)=sqrt(2)(y-1)=(z+1) b) (x-2)=sqrt(2)(y-1)=(z+1) c) sqrt(2)(x-2)=(y-1)=(z+1) d) (x-2)=sqrt(2)(y-1)=sqrt(2)(z+1)

Draw x and y axis and mark the points A(5,8)& B (3,2).

Without drawing coordinate axes mention the positions of 'A(2,1), B(6,1), C(6,5)' as left-right, above-below. Draw coordinate axes, mark the points and complete triangle 'ABC' Which side of the triangle is parallel to 'x' axis . Which side is parallel to 'y' axis Write the coordinates of the midpoint of AB. Write the coordinates of the midpoint of BC. Write the coordinates of the midpoint of AC.

a) Draw the 'x, y' axes and mark țe points 'A(-3,0), B(3,0)' b) Construct an equilateral triangle ABC with AB as one of its sides. c) Write' the coordinates of the third vertex of the equilateral triangle.

Draw x and y axis and mark the points A(2,0), B(5,0) and C(7,3).

The coordinates of two opposite vertices. of a rectangles are '(7,8)' and '(1,3):' a) Without drawing coordinate axes, mark these points as the vertices of a rectangle with left-right, top-bottom positions correct. b) Find the coordinates of other two vertices. c) What is the length of its diagonals?

The sides of ABCD are parallel to the coordinate axes and A (3,7), C(7, 9)are the opposite vertices.Write the coordinates of B and D.