numerical calculations

In 2-3 complete sentences, explain the physical meaning of the calculation you did in Step 1. What happens to the coffee in this scenario? Why?

Calculus Background: When a function f(t) represents some real-world quantity, its limit as ๐‘กโ†’โˆžtโ†’โˆž represents the “long-term” behavior. Often, this kind of limit can be evaluated through algebraic methods. However, in more difficult cases, limits can be evaluated in terms of their individual parts by applying limit laws (see p. 95 from Section 2.3). As […]

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