A fixed rifle is aimed at a point on a vertical wall 1440 meter horizontally away and 1080 meters high above the point of the rifle end. A bullet is fired at 150 m/s towards the target. Ten seconds after firing, the gravitational field vanishes. Find the height above the rifle end where the bullet will hit the vertical wall.

Assumptions: Take \[g = 10 m/s^{2}\]

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