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:

Incentive Plans

Programs designed by employers to motivate and reward employees for exceeding work performance goals.

Performance Standards

The established expectations, metrics, or benchmarks used to measure and assess an individual's or organization’s performance in specific areas.

Organizational Performance

The measurement of an organization's efficiency, effectiveness, and ability to meet its goals.

Lump-Sum Merit Raises

A one-time payment given to an employee as a reward for exceptional performance, instead of a regular salary increase.