What Is the Meaning of the T_i term in This $\operatorname{MIN} \sum \frac{1}{t_{i}}\left(d_{i}^{-}+d_{i}^{+}\right)^{2}$

question 2

Multiple Choice

What is the meaning of the t_i term in this objective function for a goal programming problem?
$\operatorname{MIN} \sum \frac{1}{t_{i}}\left(d_{i}^{-}+d_{i}^{+}\right) ^{2}$
$\operatorname{MIN} \sum \frac{1}{t_{i}}\left(d_{i}^{-}+d_{i}^{+}\right) ^{2}$

• A)The time required for each decision variable.
• B)The percent of goal i met.
• C)The coefficient for the i^th decision variable
• D)The target value for goal i.

---

Definitions:

Identify Options

The process of generating a list of possibilities or courses of action in decision-making or problem-solving situations.

Perfect the Deal

The process of scrutinizing and optimizing the terms of a transaction or agreement to ensure the best possible outcome for all parties involved.

Tempered Radical

Individuals who advocate for change within their organizations while navigating the balance between maintaining their job security and expressing their dissenting views.

Coworker Advice

The process of giving or receiving recommendations or guidance from colleagues in a professional setting.