Practice Test | Kullabs.com
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  • Find the distance between the following points:

    (2,1) and (6,4)

    9 units
    2 units
    5 units
    4 units
  • Find the distance between the following points:

    (2,3) and (6,6)

     2 units
    5 units
    9 units
     4 units
  • Find the distance between the following points:

    (-4,1) and (0,4)

    3 units
    5 units
    9 units
    7 units
  • Find the distance between the following point and the origin:

    (3,4)

     

    3 units
    5 units
    10 units
    2 units
  • Find the distance between the following point and the origin:

    (-3,4)

     

    10 units
    2 units
    5 units 
    6 units
  • The X-co-ordinate of a point P on X-axis is 4 and Y-Co-ordinates of a point Q and Y-axis is -3.Find the distance of PQ.

    5 units
    1 units
    10 units
    8 units
  • The X-co-ordinate of a point P on X-axis is 6 and Y-Co-ordinates of a point Q and Y-axis is 8.Find the distance of PQ.

    5 units
    8 units
    10 units
    2 units
  • The two continuous vertices of an equilateral of an equilateral triangle are (2,4) and (2,6) respectively.Find the semiperimeter of the triangle.

    2 units
    4 units
    8 units
    3 units
  • The two continuous vertices of a  rhombus are  (3,-3) and (-3,3) respectively.Find the perimeter of the rhombus.

    24√1
    44√3
    24√2
    29√1
  • Find the point (a,b) which is equidistant from the point (-4,7),)(4,7) and (4,1).

    5,3)
    (1,5)
    (0,4)
    (6,3)
  • Find the co-ordinates of midpoint of the line  segment  joining the points A(4,5) and B(6,5).

    (3,3)
    (6,7)
    (5,5)
    (1,1)
  • The co-ordinates of two  ends of a line segment AB are (6,2) and (8,6) respectively.Find the co-ordinates of midpoint of the line segment AB.

    (3,4)
    (7,4)
    (5,5)
    (2,2)
  • (2,3) is the midpoint between the points (a,4) and (2,b).Find the values of a and b.

    (1,1)
    (2,2)
    (4,4)
    (3,3)
  • In what ratio does the point (5,3)divide the line segment joining (2,3) &(7,3)?

    8:9
    3:2
    4:8
    2:2
  • In what ratio does the point (2,b)divide the line segment joining points  (-4,3) &(6,3)?

    4:1
    3:4
    3:2
    4:2
  • Three continuous  corners of a parallelogram are (8,5),(-7,-5) and (-5,-5).Find the co-ordinates of the remaining corner.

    (10,5)
    (8,8)
    (7,7)
    (9,6)
  • Three continuous  corners of a parallelogram are (8,5),(-7,-5) and (-5,-5).Find the co-ordinates of the remaining corner.

    (8,8)
    (9,6)
    (7,7)
    (10,5)
  • Three continuous  corners of a parallelogram are p(3,4), Q(2,2) and R(5,2).Find the co-ordinates of the remaining corner.

    (3,2)
    (7 ,4)
    (9,3)
    (6,4)
  • The points p(3,5) divides the line segment joining the points A(2,4) and B in the ratio 1:3.Find the co-ordinates of midnight  of the line segment AB.

    (3,3)
    (2,2)
    (4,6)
    (5,5)
  • The points p(2,-1) divides the line segment joining the points A(1,-3) and B in the ratio 1:2.Find the midpoint of co-ordinate  the line segment AB.

    (4,7)
    (2.5,0)
    (1,1)
    (8,9)
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