<ul><li>A new system of differential equations from MIT and Princeton has been developed to determine the most optimal bowling ball placements.</li><li>The study takes into account physics dynamics between a ball, lane conditions, and bowling pins, providing a more thorough investigation than previous methods based on statistical analyses of professional bowlers.</li><li>The model factors in various physical conditions of a game, such as lane oil, and accurately computes bowling trajectories.</li><li>The new equations have the potential to be applied in training regimens, manufacturing processes, and professional events, improving bowlers' targeting strategies.</li></ul>

How to bowl a strike—mathematically

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