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X is to the south west of y, L is to East of x and southeast of y and m is to the north of L in line with xy in which direction of y and m is located 

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To determine the position of M relative to Y, consider the spatial constraints:

X lies to the southwest of Y, so if Y is placed at an origin-like reference point, X must fall in the negative-X (west) and negative-Y (south) quadrant. And L is situated to the east of X, which shifts it rightward on the horizontal axis.

Additionally, L is southeast of Y, ensuring it remains in the positive-X (east) but negative-Y (south) region relative to Y. M lies directly north of L, and the phrase “in line with XY” implies that M must also fall on the same diagonal orientation defined by the line joining X and Y.

Given these simultaneous constraints, the only feasible position for M is the point that lies vertically above L and aligns with the XY diagonal. This intersection inevitably places M in the first quadrant relative to Y, meaning M is positioned to the northeast of Y.

Therefore, M is located in the northeast direction from Y.

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Ritika Jonwal

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