A Conservation Organization Releases Coyotes into a Preserve $$y = \frac { 175 } { 1 + 3.375 e ^ { - 0.202733 t } }$$

question 57

Multiple Choice

A conservation organization releases coyotes into a preserve. After years, 40 4 There are70 coyotes in the preserve. The preserve has a carrying capacity of 175. Write a logistic Function that models the population of coyotes in the preserve.

• A)
• \[y = \frac { 175 } { 1 + 3.375 e ^ { - 0.202733 t } }\]
• B)
• \[y = \frac { 175 } { 1 + 3.375 e ^ { - 0.702733 t } }\]
• C)
• \[y = \frac { 175 } { 1 + 3.375 e ^ { - 0.402733 t } }\]
• D)
• \[y = \frac { 175 } { 1 + 4.875 e ^ { - 0.352733 t } }\]
• E)
• \[y = \frac { 175 } { 1 + 3.375 e ^ { - 1.002733 t } }\]

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Definitions:

Definition

A statement expressing the essential nature of something or a clear explanation of the meaning of a word or phrase.

Pure Play

A company that focuses on a single type of product or service, without diversification into other areas.

Subjective Approaches

Methods based on personal opinions, interpretations, points of view, or judgments rather than on objective or external data.

WACC

Weighted Average Cost of Capital, a calculation that reflects the average rate that a company is expected to pay its security holders to finance its assets.