The Solution of the System in the Previous Problem Is $x = 2 e ^ { - 3 t } - e ^ { 2 t } , y = 2 e ^ { - 3 t } - 2 e ^ { 2 t }$

question 12

Multiple Choice

The solution of the system in the previous problem is

• A) \(x = 2 e ^ { - 3 t } - e ^ { 2 t } , y = 2 e ^ { - 3 t } - 2 e ^ { 2 t }\)
• B) \(x = 2 e ^ { 3 t } - e ^ { - 2 t } , y = 2 e ^ { 3 t } - 2 e ^ { - 2 t }\)
• C) \(x = 2 e ^ { 3 t } - e ^ { 2 t } , y = 2 e ^ { 3 t } - 2 e ^ { 2 t }\)
• D) \(x = 2 e ^ { - 3 t } - e ^ { - 2 t } , y = 2 e ^ { - 3 t } - 2 e ^ { - 2 t }\)
• E) \(x = 2 e ^ { 3 t } + e ^ { 2 t } , y = 2 e ^ { 3 t } + 2 e ^ { 2 t }\)

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Definitions:

Unionization

The process by which workers form or join a union, a collective organization that represents them in negotiations with employers over wages, benefits, and working conditions.

Productivity

Measures the efficiency of production in terms of the output produced per unit of input.

Profit Margins

An indicator of a company's financial health, calculated as the difference between revenue and expenses in relation to revenue.

Employee Benefits

Compensation in forms other than cash.