Suppose that during a flu epidemic in a particular city, the number of people, N(x), infected (in thousands) at the end of x
weeks is approximated by $N ( x ) = \frac { 104 x } { x + 28 }$ What is the horizontal asymptote of the graph of this function? What does this suggest about the maximum number of
people who will eventually be infected? Explain your reasoning.

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The Answer of Suppose that during a flu epidemic in a particular city, the number of people, N(x), infected (in thousands) at the end of x
weeks is approximated by $N ( x ) = \frac { 104 x } { x + 28 }$ What is the horizontal asymptote of the graph of this function? What does this suggest about the maximum number of
people who will eventually be infected? Explain your reasoning.

Suppose That During a Flu Epidemic in a Particular City N(x)=104xx+28N ( x ) = \frac { 104 x } { x + 28 }N(x)=x+28104x​

Suppose That During a Flu Epidemic in a Particular City $N ( x ) = \frac { 104 x } { x + 28 }$