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Straight lines and linear inequalities: gradients, points

sam.friend008 10 questions

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Questions in this quiz (10)

  1. 1Which satisfies the inequality:
    2x + 3y - 4 > 0
    1. A(0, 0)
    2. B(2, 0)
    3. C(2, 2)
  2. 2Which point does NOT lie in the region of the inequality:
    x + 3y - 4 < 0
    1. A(0, 0)
    2. B(-2, 1)
    3. C(3, 0)
    4. D(-1, 2)
  3. 3y = 3x - 6 and 6x - 2y + 7 = 0 are parallel.
    1. ATrue
    2. BFalse
  4. 42x - 10y + 7 = 0 and y = 7 - 5x are perpendicular.
    1. ATrue
    2. BFalse
  5. 5Which lines are parallel to 4x + 3y + 5 = 0?
    1. Ay = 2
    2. B4x - 3y - 5 = 0
    3. Cy = (3/4)*x + 2
    4. D3x - 4y - 7 = 0
  6. 6M(4, 4) is the midpoint of interval AB.
    If A has the coordinates (1, 2).
    Find the coordinates on B.
    1. AThe origin
    2. B(8, 8)
    3. C(7, 6)
    4. D(5, 6)
  7. 7For two lines to be perpendicular, the product of their gradients must equal -1.
    1. ATrue
    2. BFalse
  8. 8Which points satisfy the inequality:
    3x + 7y <= 18
    1. A(0, 0)
    2. B(6, 0)
    3. C(4, 2)
    4. D(3, 7)
  9. 9y = 4x - 6 and 4x + y - 2 = 0 intersect at what point?
    1. A(4, 6)
    2. B(1, -2)
    3. C(1.5, 0)
    4. DThey don't intersect - they are parallel.
  10. 10Which lines pass through (-3, 5) ?
    1. Ay = 5
    2. By = x - 2
    3. C2x + y = 1
    4. Dx = -3
    5. Ey = (1/4)*x + 7
    6. F-3x - y - 4 = 0

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Description
Quiz on Untitled, created by sam.friend008 on 13/10/2014.
Language
English
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