Math, asked by nanaknathrani24, 2 days ago

To divide a line segment, AB in the ratio 3:4, draw a ray AX such that BAX is an acute angle, then draw a ray BY || AX such that ZABY = 2BAX. Locate points A. Az, As. ..on AX, B,. B, B;... on BY at equal distances (each = AA BB) and then points joined are

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Answered by ragadeepthianil

Answer:

To divide the line segment AB in the ratio 3:4 at point D, the line AB must first be divided into 3+4=7 equal parts. Then 3 out of the 7 parts will lie on one side of D and the remaining 4 on the other side. Hence, ray AX must be divided into 7 equal parts.

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