Practice Test | Kullabs.com
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  • Find the length of the perpendicular drawn from (0,0) to the line 2x +3y+5=0.

    (frac {8}{sqrt{29}})    
    (frac {5}{sqrt{13}})  
    (frac {2}{sqrt{30}})
    (frac {8}{sqrt{29}})  
  • Find the length of perpendicular drawn from(1,2) to the line 2x + 5y -20=0

    (frac {9}{sqrt{29}})
    (frac {6}{sqrt{29}})
    (frac {8}{sqrt{29}})
    (frac {2}{sqrt{29}})
  • Find the perpendicular drawn from (-2, 5) to the line x +y -5=0

    (sqrt {4})
    (sqrt {2})
    (sqrt {5})
    (sqrt {3})
  • Find the perpendicular drawn from(3, -2) to the line x - y- 6 = 0

    (frac {1}{sqrt{3}})
    (frac {1}{sqrt{2}})
    (frac {3}{sqrt{2}})
    (frac {2}{sqrt{4}})
  • Find the perpendicular drawn from(-7, -2) to the line 6x -8y- 20 = 0

    (frac {21}{5})
    (frac {23}{5})
    (frac {25}{2})
    (frac {24}{8})
  • find the distance between the parallel lines 3x +  5y = 11 and 3x +5y =-23

    (frac {10}{sqrt{34}})
    (frac {11}{sqrt{34}})
    (frac {12}{sqrt{34}})
    (frac {13}{sqrt{35}})
  • find the distance between the parallel line 2x - y + 5 = 0 and 6x  -3y +20 = 0

    (frac {sqrt5}{3})
  • find the distance between the parallel line x+2y - 1 = and 5x + 10y + 7 = 0

    (frac {2}{5sqrt{7}})
    (frac {2}{5sqrt{8}})
    (frac {2}{5sqrt{5}})
    (frac {2}{5sqrt{6}})
  • The straight line 4x  + 5y  -20 = 0 cuts  X- axis at A and Y axis at B. find X-intercept, Y-intercept hence find the area of ( riangle)AOB. 

    ;i:3;s:18:
    10 sq. units
    12 sq. units 
  • The  line 4x  - y  +16 = 0 cuts  X- axis at P and Y axis at Q. find the area of ( riangle) POQ

    33 sq. units 
    32 sq. units 
    31 sq. units 
    34sq. units 
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