Asked by Bandit
based on data from 1995 to 1999, the average annual warnings in the paper and allied products manufacturing industry may be maodeled by
E(t)=1335t+39408 dollars per employee
and the average number of emplyees in the same industry cab be modeled by
N(t)=t^3+5.571t^2-12.29t+684.9 thousand emplyees
where t is the number of years since 1995
in 1999, at what rate was employers spending on paper and allied products manufacturing industry emplyee earning increasing
E(t)=1335t+39408 dollars per employee
and the average number of emplyees in the same industry cab be modeled by
N(t)=t^3+5.571t^2-12.29t+684.9 thousand emplyees
where t is the number of years since 1995
in 1999, at what rate was employers spending on paper and allied products manufacturing industry emplyee earning increasing
Answers
Answered by
Reiny
I have no idea what you are saying.
Why are there warnings in the paper industry?
Why are there warnings in the paper industry?
Answered by
Steve
Hmmm. Let's say "earnings" instead of "warnings" and all becomes clear.
E(t) = earnings/employee
earnings = earnings/employee * employees
So, we want P(t) = E(t)*N(t) for total earnings
P' = E'N + EN'
go for it. These are just simple polynomials.
E(t) = earnings/employee
earnings = earnings/employee * employees
So, we want P(t) = E(t)*N(t) for total earnings
P' = E'N + EN'
go for it. These are just simple polynomials.
Answered by
Steve
Actually, num of employees = 1000*N
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