The first case of COVID-19 was confirmed in New York State on March 1, 2020. On March 9, Mayor Bill de Blasio announced that there were 16 confirmed cases of COVID-19 in New York City. (Source: Wikipedia) Let March 1, 2020 be represented by t 0. And thus March 9th, which is 8 days later, is represented by t = 8. Assume exponential growth. Use this data to estimate the confirmed cases of COVID-19 in New York City on March 29th, 2020. (Note: This is 28 days after March 1st). # of cases based on exponential model = Note: On March 29th, there were actually 30,765 cases.

Algebra and Trigonometry (6th Edition)
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The first case of COVID-19 was confirmed in New York State on March 1, 2020.

On March 9, Mayor Bill de Blasio announced that there were 16 confirmed cases of COVID-19 in New York City.  
(Source: Wikipedia)

Let March 1, 2020, be represented by \( t = 0 \). And thus March 9th, which is 8 days later, is represented by \( t = 8 \).

Assume exponential growth. Use this data to estimate the confirmed cases of COVID-19 in New York City on March 29th, 2020. (Note: This is 28 days after March 1st).

\[ \text{\# of cases based on exponential model} = \]

Note: On March 29th, there were actually 30,765 cases.
Transcribed Image Text:The first case of COVID-19 was confirmed in New York State on March 1, 2020. On March 9, Mayor Bill de Blasio announced that there were 16 confirmed cases of COVID-19 in New York City. (Source: Wikipedia) Let March 1, 2020, be represented by \( t = 0 \). And thus March 9th, which is 8 days later, is represented by \( t = 8 \). Assume exponential growth. Use this data to estimate the confirmed cases of COVID-19 in New York City on March 29th, 2020. (Note: This is 28 days after March 1st). \[ \text{\# of cases based on exponential model} = \] Note: On March 29th, there were actually 30,765 cases.
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