Projectile motion is a fundamental topic in physics, typically taught under idealized conditions such as the absence of air resistance. However, real-world scenarios—such as basketball shooting—show significant deviations from these idealized trajectories. In this study, we investigate the effects of air drag on basketball trajectories, focusing on how it alters the projectile’s path, the effective drag coefficient, and the optimal launch angle for maximum range. We assume standard conditions: gravitational acceleration at 9.8 m/s², air density at 1.225 kg/m³, and negligible Magnus effect. Despite limitations in our model (discussed later), it successfully reveals the differences between ideal and real trajectories, estimates the average drag coefficient (~1.15), and identifies a realistic optimal launch angle (lower than the ideal 45°). This research encourages further refinement of the model and highlights the complexity of real-world physics beyond textbook assumptions.