Question

find the coordinates of the point p,if p divides the line segment joining the points A(-17)and B(4,-3) in the ratio 2:3​

Answer 1

Answer:

Let the line segment joining (5, 3) and (–3, –2) be divided by X-axis in the ratio λ : 1 by point P.

Let the line segment joining (5, 3) and (–3, –2) be divided by X-axis in the ratio λ : 1 by point P.Since P lies on X-axis, so its ordinate = 0

Let the line segment joining (5, 3) and (–3, –2) be divided by X-axis in the ratio λ : 1 by point P.Since P lies on X-axis, so its ordinate = 0By internal division formula,

Let the line segment joining (5, 3) and (–3, –2) be divided by X-axis in the ratio λ : 1 by point P.Since P lies on X-axis, so its ordinate = 0By internal division formula,y =

Let the line segment joining (5, 3) and (–3, –2) be divided by X-axis in the ratio λ : 1 by point P.Since P lies on X-axis, so its ordinate = 0By internal division formula,y =⇒ 2λ = 3

Let the line segment joining (5, 3) and (–3, –2) be divided by X-axis in the ratio λ : 1 by point P.Since P lies on X-axis, so its ordinate = 0By internal division formula,y =⇒ 2λ = 3⇒ λ =

Answer 2

Answer:

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