If a linear population function is 50,000 in year $\mathrm{t}=0$ and grows by 1,250 people per year, then $P(t)=b+m t$, where $b=―――$ and $m=―――$

Name: If a linear population function is 50,000 in year $\mathrm{t}=0$ and grows by 1,250 people per year, then $P(t)=b+m t$, where $b=―――$ and $m=―――$
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The Answer of If a linear population function is 50,000 in year $\mathrm{t}=0$ and grows by 1,250 people per year, then $P(t)=b+m t$, where $b=―――$ and $m=―――$

If a Linear Population Function Is 50,000 in Year t=0\mathrm{t}=0t=0 And Grows by 1,250 People Per Year, Then

If a Linear Population Function Is 50,000 in Year $\mathrm{t}=0$ And Grows by 1,250 People Per Year, Then