(iv) In what ratio does the Y-axis divide the line segment
joining the points P( – 4, 5) and Q(3. – 7)?​

(iv) In what ratio does the Y-axis divide the line segment
joining the points P( – 4, 5) and Q(3. – 7)?​

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1 thought on “(iv) In what ratio does the Y-axis divide the line segment<br />joining the points P( – 4, 5) and Q(3. – 7)?​”

  1. Answer:

    Let the required ratio be k : 1. Then, the coordinates of the point of division are,

    (3k – 4/k + 1 , 7k + 5/k + 1)

    But, it is a point on y-axis on which x-coordinate of every point is zero.

    Therefore 3k – 4/ k + 1 = 0

    3k – 4 = 0

    k = 4/3

    Thus, the required ratio is k = 4/3 or 4 : 3.

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