The Number Cof Chipmunks in a Small Rural Township T $\frac { d C } { d t } = 1.56 C \left( 1 - \frac { C } { 2,000 } \right)$

Multiple Choice

The number Cof chipmunks in a small rural township t days after May 1, 2015, follows the logistic model $\frac { d C } { d t } = 1.56 C \left( 1 - \frac { C } { 2,000 } \right)$ . The number of chipmunks recorded on May 1, 2015, was 775. What is the carrying capacity in this scenario?

A) 1.56 thousand chipmunks
B) $1 - \frac { C } { 2,000 }$ chipmunks
g
C) $\frac { 1.56 } { 2,000 }$ chipmunks
D) 2,000 chipmunks
E) 775 chipmunks