Hi, I recently started an online class and we are covering EOQ. I understand a majority of it, but I am having difficulty with a problem that goes like this:
So it's pretty much asking to find the new optimal order quantity without any variables given except the baseline 100
So I'm thinking for the first one if it's 4xold Demand then Q* is 200
The next two down I'm not sure..
the percentage one I used a formula of old Q*xsqrt(old i / new i) and got 1097.5
Last one I'm not sure..
If anyone can help it would be greatly appreciated. It doesn't even have to be this problem, but at least an idea on how to approach this, thank you.
Baseline Value | Q* = 100.0 |
| |
Modification(s) | Q*new = |
Dnew = 4xDold | |
cnew = ¼cold | |
Anew = 3xAold, Dnew = 4xDold, inew = 2xiold, cnew = 6xcold | |
iold = 26.5%, inew = 22.0% <careful on this one!> | |
Setup cost is cut in half; Demand is tripled | |
So it's pretty much asking to find the new optimal order quantity without any variables given except the baseline 100
So I'm thinking for the first one if it's 4xold Demand then Q* is 200
The next two down I'm not sure..
the percentage one I used a formula of old Q*xsqrt(old i / new i) and got 1097.5
Last one I'm not sure..
If anyone can help it would be greatly appreciated. It doesn't even have to be this problem, but at least an idea on how to approach this, thank you.