Math in the Modern World: Mastering Limits at Infinity for Every Function Type

If you're struggling to figure out what happens to a graph as it goes off the edge of the paper, this guide is your lifesaver. This module breaks down Limits at Infinity, covering everything from basic polynomials to those tricky exponential and logarithmic functions. I’ve simplified the "end behavior" of graphs so you can predict where a function is headed—whether it’s hitting a horizontal asymptote, zooming to infinity, or just not existing. It’s packed with step-by-step examples on how to apply limit laws to e^x, natural logs (ln x), and power functions. If you need to know the difference between how a graph behaves at positive versus negative infinity for your next quiz, these notes make it super easy to visualize and calculate.