The discussion focuses on deriving an equation to calculate the maximum range of a projectile on non-level ground. The key approach involves substituting the equations for vertical and horizontal components, y=R sin(α) and x=R cos(α), into the parabolic equation governing projectile motion. The range is determined as a function of the launch angle (θ), with the turning point identified by setting the derivative to zero. This method provides a structured way to analyze projectile motion in varying terrain.
PREREQUISITESStudents of physics, engineers working on projectile design, and anyone interested in advanced mechanics and optimization in motion analysis.
I think the best thing you can do is post whatever you have done. I could suggest a lot but I don't know what is making you go wrong.tman1 said:My question is, derive an equation to find the maximum range of a projectile that's not on level ground. I am lost and i did attempt this, by making a diagram and subbing in what i thought i would need to use, but i still have not come up with the answer. please help