Which One of the Following Sequences Diverges to Positive Infinity $\rightarrow$

question 65

Multiple Choice

Which one of the following sequences diverges to positive infinity as n $\rightarrow$ $\infty$ ?

• A) \(s_{n}=1+\frac{1}{n}\)
• B) \(s_{n}=\frac{1-n^{2}}{n}\)
• C) \(s_{n}=\frac{\cos n \pi}{n}\)
• D) \(s_{n}=n+n \cos n \pi\)

---

Definitions:

Single Product

Refers to a business strategy focusing on the production and sale of one specific product, often to maintain quality or specialize in a market niche.

Cross-functional Teams

Groups composed of members from different departments or areas of expertise working together towards a common goal.

Daily Tasks

Routine activities that are performed on a regular basis as part of the operation of an organization or the functions of a job.

Temporary Teams

Groups formed for a limited period of time to achieve a specific goal, after which the team disbands.