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    • https://phys.libretexts.org/Courses/Prince_Georges_Community_College/General_Physics_I%3A_Classical_Mechanics/13%3A_Newtons_Method/13.03%3A_Projectile_Problem
      \[\theta_{n+1}=\theta_{n}-\frac{x_{t} \sin 2 \theta_{n}-2 y_{t} \cos ^{2} \theta_{n}-g x_{t}^{2} / v_{0}^{2}}{2 x_{t} \cos 2 \theta_{n}+2 y_{t} \sin 2 \theta_{n}}\] Then plug this \(\theta_{0}\) into ...\[\theta_{n+1}=\theta_{n}-\frac{x_{t} \sin 2 \theta_{n}-2 y_{t} \cos ^{2} \theta_{n}-g x_{t}^{2} / v_{0}^{2}}{2 x_{t} \cos 2 \theta_{n}+2 y_{t} \sin 2 \theta_{n}}\] Then plug this \(\theta_{0}\) into the right-hand side, which returns \(\theta_{1}\); for the next iteration, plug this \(\theta_{1}\) into the right-hand side, which returns \(\theta_{2}\), etc.

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