Minimize $c = - x + 4 y$ Subject To $$\begin{aligned}y & \leq \frac { 3 x } { 4 } \\x & \leq 4 y \\y & \geq 3 \\x & \geq 4 \\x + y & \leq 15\end{aligned}$$

question 144

Multiple Choice

Minimize $c = - x + 4 y$ subject to $$\begin{aligned}y & \leq \frac { 3 x } { 4 } \\x & \leq 4 y \\y & \geq 3 \\x & \geq 4 \\x + y & \leq 15\end{aligned}$$

• A)Min: \(c = - 8\) , \(x = 4\) , \(y = 3\)
• B) Min: \(c = 8\) , \(x = 4\) , \(y = 3\)
• C) Min: \(c = 0\) , \(x = 12\) , \(y = 3\)
• D) Min: \(c = 1\) , \(x = 12\) , \(y = 3\)
• E) Min: \(c = - 0\) , \(x = 4\) , \(y = 3\)

Recognize the importance of early and intensive treatment for certain disorders to improve long-term outcomes.

Distinguish between the types of medications used in treating mental health disorders and their specific applications or limitations.

Analyze the correlation between the prescription of antidepressants and changes in adolescent suicide rates.

Understand the challenges related to treating personality disorders and the effectiveness of DBT.

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Definitions:

Redistributing Income

The process of reallocating wealth and income across a society, typically through taxation and government programs, to reduce economic inequality.

Show of Generosity

A display or act where someone gives something or offers help to others without expecting anything in return.

Monetary Profit

Financial gain achieved when the revenue generated from business activities exceeds the expenses, costs, and taxes involved in sustaining the operation.

Adequate Standard

A benchmark or level of quality deemed acceptable or sufficient for its intended purpose, often used in contexts related to living conditions, performance, or regulatory compliance.