Let $c$ Be a Positive Number $\frac { d y } { d t } = k y ^ { 1 + c }$

question 19

Multiple Choice

Let $c$ be a positive number. A differential equation of the form $\frac { d y } { d t } = k y ^ { 1 + c }$ where $k$ is a positive constant is called a doomsday equation because the exponent in the expression $k y ^ { 1 + c }$ is larger than the exponent 1 for natural growth. An especially prolific breed of rabbits has the growth term $k y ^ { 100 }$ . If 3 such rabbits breed initially and the warren has 27 rabbits after 3 months, then when is doomsday?

• A) \(47.03\) months
• B) \(97.03\) months
• C) \(67.03\) months
• D) \(137.03\) months
• E) \(117.03\) months

Grasp the concept of recognizing gains or losses on the sale of investment securities.

Identify the methods of accounting for stock investments and their impact on financial statements.

Understand the treatment of dividends and interest revenue in investment accounting.

Comprehend the criteria and rationale for using different accounting methods for investments.

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