I hope this thread isn't too banal for the forum, but I've got a math problem related to some physics concepts that requires calculus and I'm not sure how to solve it. How do you find the limit of the equation -2x-13.3y+19.3z=0, with x, y and z greater than zero? I'm not even sure where to begin with a three variable equation, so any help you guys can provide will be great! The math savvy can probably teach me and additional posters something about calculus. — Enrique
[math]\displaystyle \lim\limits_{x\to \infty} \frac{1}{x} = 0[/math]
-2d-13.3y+19.3t=0 — Enrique
probably multiple ways of modeling it spatially. — Enrique
You still have not clearly explained the problem. Tell us exactly what x, y, t, d, and z represent. It sounds a bit like the old bee vs train problem where the bee keeps going back and forth at a constant rate between the moving train and the wall at the end of the track. That has a simple resolution. — jgill
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