Practice Test | Kullabs.com
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  • The line AB whose point are A(0,1) and B(1,3) is produced to D(10,k).Find the value of k.

    8
    12
    21
    3
  • Find the value of x if the slope of the line joining the point A(1,3) and B(x,6) is 1.

    10
    4
    2
    9
  • The slope of the line joining A(-2,4) and B(3,5) is equal to the slope of the line joining C(0,4) and D(-3,k). Find the value of k.

    17/6
    12/5
    17/5
    11/5
  • Given points P(3,2) Q(0,-4) and R(-3,x) are collinear.Find the value of x.

    x=10
    x=-18
    x=-19
    x=-10
  • Given points (-5,1),(5,5) and (k,7) are collinear.Find the value of k.

    k=10
    k=1
    k=2
    k=-9
  • Find the equation of straight line having slope -3 and passing through (2,-2).

    3x+y=4
    5x+y=4
    3x-y=2
    3x-y=9
  • The straight line y =mx+6 passes through the points (1,4) and (-2,-5).Determine the equation of the straight line.

    y=3x+7
    y=3x-1
    y=2x+1
    y=3x+1
  • The straight line y =mx+6 passes through the points (3,4) and (-2,6).Determine the equation of the straight line.

    2x-9y=21
    2x+5y=26
    2x+4y=26
    2x-5y=12
  • Find the equation of a straight line making an angle 30° with X-axis and passing through the mid-point of the line joining (-2,3) and (8,5).

    x√3-y=3+4√3
    x√3-y=3-4√3
    x√2-y=3-4√2
    x√3-y=2-2√3
  • Find the equation of a straight line making an angle of  45° with X-axis and passing through the mid-point of the line joining (-2,3) and (4,1).

    x+y+1=0
    x-y+4=0
    x-y+2=0
    x-y-1=0
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