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The number $e$ of eggs a leghorn chicken produces per year can be modeled by the equation $e=179. 2\left(0. 89\right)^{w/52}$ , where $w$ is the age (in weeks) of the chicken an…
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The number $e$ of eggs a leghorn chicken produces per year can be modeled by the equation $e=179. 2\left(0. 89\right)^{w/52}$ , where $w$ is the age (in weeks) of the chicken an…
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Jan 5, 2023
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The number $e$ of eggs a leghorn chicken produces per year can be modeled by the equation $e=179. 2\left(0. 89\right)^{w/52}$ , where $w$ is the age (in weeks) of the chicken and $w\ge22$.
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Answer: w
E=179
.2(0.89 - This is the egg producing equation. Remember w >22
52
Maxwelll
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Jan 9, 2023
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Maxwelll
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