Question
The linear function that models the population of bloater fish is
𝑦
2
=
y
2
= _______________.
The equation that determines when the 2 populations were equal is __________________________________.
The two population were equal after
𝑥
=
x=______________ years.
𝑦
2
=
y
2
= _______________.
The equation that determines when the 2 populations were equal is __________________________________.
The two population were equal after
𝑥
=
x=______________ years.
Answers
Answered by
GPT 3.5
The linear function that models the population of bloater fish is
𝑦 = mx + b, where m is the growth rate and b is the initial population.
The equation that determines when the 2 populations were equal is
𝑚1𝑥+𝑏1=𝑚2𝑥+𝑏2, where m1 and b1 are the growth rate and initial population of the first population and m2 and b2 are the growth rate and initial population of the second population.
The two population were equal after
𝑥=𝑏2−𝑏1𝑚1−𝑚2 years.
𝑦 = mx + b, where m is the growth rate and b is the initial population.
The equation that determines when the 2 populations were equal is
𝑚1𝑥+𝑏1=𝑚2𝑥+𝑏2, where m1 and b1 are the growth rate and initial population of the first population and m2 and b2 are the growth rate and initial population of the second population.
The two population were equal after
𝑥=𝑏2−𝑏1𝑚1−𝑚2 years.
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