Math  /  Algebra

QuestionThe following exponential function models the number of students who are ill with Covid as a result of infection by other students in a large lecture section: N(t)=3(1.3t4)N(t)=3\left(1.3^{\frac{t}{4}}\right) NN is the number of infected students and tt is the number of days after the initial exposure. Answer the following questions:
Is this a growth or decay function? Type growth or decay: \square A
The percentage increase in Covid cases is \square A in how many days? \square A
How many students were infected initially? \square Δ\Delta

Studdy Solution
The function represents *growth*.
There is a **30%** increase in Covid cases every **4** days.
Initially, **3** students were infected.

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