Solve the Problem $t$ Days Is Modeled by the Function $P ( t ) = \frac { 160 } { 1 + 39 e ^ { - 0.3 t } }$

question 23

Multiple Choice

Solve the problem.
-The number of students infected with the flu on a college campus after $t$ days is modeled by the function $P ( t ) = \frac { 160 } { 1 + 39 e ^ { - 0.3 t } }$ . What was the initial number of infected students?

• A) 4
• B) 160
• C) 8
• D) 39

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Definitions:

Resisting Forces

Factors that oppose or hinder change within an organization or system, making transformation efforts challenging.

Resistance To Change

The opposition or pushback from individuals or groups when they perceive that a change being introduced threatens their status quo or comfort zone.

Force Field Analysis

A method for analyzing the forces that contribute to or hinder change within organizations, identifying factors that need to be managed to make successful change possible.

Organizational Change

The process through which a company or organization undergoes a transition to a different state, often involving significant shifts in operations or culture.