find the ratio in which x -axis divides the join of A{2,-3} and B{5,6}​

find the ratio in which x -axis divides the join of A{2,-3} and B{5,6}​

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  1. Answer:

    Step-by-step explanation:

    Let the ratio be k:1.

    Since the point is on x-axis, the coordinates will be (x,0).

    Now using the section formula,

    0 = [6*1+(-3)*k]/k+1

    0 = [6-3K]/k+1

    k+1 = 6-3k

    k-5 = -3k

    -5 = -4k

    5/4=k

    Therefore, the ratio is 5/4:1

    = 5:4

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