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At a certain angle - 45 degrees if the starting point and end point are at the same level, and air resistance can be ignored - and at a certain speed, the range is maximum. Both for lower and for higher angles, you get a lower range.

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Q: Why there are two possible angles of projection for same range with same velocity of projection?
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For a projectile launched at an angle θ, the range is the same for angles of θ and (90-θ) degrees. This is because the horizontal and vertical components of the initial velocity are the same for these angles, resulting in the same horizontal range.


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Complementary angles refer to angles that add up to 90 degrees. When launching a projectile at complementary angles, the vertical components of the velocities cancel out, resulting in the same range for the projectile regardless of the angle of launch. This is because the horizontal component of the velocity, which determines the range, is the same for both angles.


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