shadow lamp post (related rates problem)
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Observing the changes in the length of shadow This experiment s... | Filo
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How does the shadow change? Related Rates, Part 8 of 10. This one uses two similar triangles involving the height of a person and a lamp post, their distance from each other, and the distance of the person's shadow. As the person walks away, how does the size of the shadow change with respect to time? That's where d/dt comes in handy, differentiating with respect to time. I hope this help! #calculus #derivatives #geometry #triangle #math | ChillGuyDoesMath | Facebook
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