Respuesta :
Answer:
$1.92
Step-by-step explanation:
[tex]p(12) = \frac{12}{ {12}^{2} + 18 } \\ = \frac{12}{162} = 0.074[/tex]
[tex]1.85 + 0.074 = 1.924 = 1.92[/tex]
The Average price of milk after 12 weeks is $ 1.924.
The average price of a gallon of milk will be increasing with rate of p(t).
[tex]p(t)=\frac{t}{t^{2}+18 }[/tex]
Given that, the current average price of milk is $ 1.85.
To find average price after 12 weeks, substitute t = 12 in above equation
[tex]p(12)=\frac{12}{(12^{2}+18 )} =\frac{12}{162}=0.074[/tex]
Average price of milk after 12 weeks is, [tex]=0.074+1.85=1.924[/tex]
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