Asked by naseba
Corpororate administration notice that 13 % of their employees retire each year. while 2,500 are newely hired. What is the long-term effect if they initianly have 30,000 employees.
I found the function:
DE/dt=-.13E+2500
Where do I go from here?
I found the function:
DE/dt=-.13E+2500
Where do I go from here?
Answers
Answered by
Steve
solve the DE to get
E(t) = c*e^(-.13E) + 19230.8
E(0) = 30000 = c*1 + 19230.8
c = 10769.2
E(t) = 10769.2e^(-.13E) + 19230.8
while the hiring rate remains constant, the retirement rate falls off as the workforce decreases. In the long run, the workforce will stabilize near 19230.
E(t) = c*e^(-.13E) + 19230.8
E(0) = 30000 = c*1 + 19230.8
c = 10769.2
E(t) = 10769.2e^(-.13E) + 19230.8
while the hiring rate remains constant, the retirement rate falls off as the workforce decreases. In the long run, the workforce will stabilize near 19230.
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