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16 votes
16 votes
10. Using your model predict the cell population after 15 hours. (MD2)a) 525b) 348c) 338d) 266Answer of 9 is B

10. Using your model predict the cell population after 15 hours. (MD2)a) 525b) 348c-example-1
User Anatolii Stepaniuk
by
2.8k points

1 Answer

24 votes
24 votes

In order to predict the population after 15 hours, let's use the equation y = 1.79x² - 9.92x + 11.79 with the value of x = 15, then we calculate the value of y.

So we have:


\begin{gathered} y=1.79x^2-9.92x+11.79 \\ x=15\colon \\ y=1.79\cdot15^2-9.92\cdot15+11.79 \\ y=402.75-148.8+11.79 \\ y=265.74 \end{gathered}

Rounding to the nearest whole number, we have a population of 266, therefore the correct option is D.

User Cnexans
by
3.4k points
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