Hi sir! would the average inventory not change because of these re-order levels? While explaining the economic batch quantity, you said that the average inventory will not be half of the order quantity because of the delay in goods arriving. so I think the average inventory will not be half the order quantity here also because we will have units left in inventory when the order arrives(for example the case given in example 7 where it says that the reorder level should be such that we never run out of inventory) so maybe the average inventory is always a bit higher than EOQ/2?
Thank you so much! Iām planning to sit on the exam on March and Iām studying from your website and so far I do understand everything from your videos. Iām feeling so confident. Thank you so much!
I never got a teacher like you so far. I have no doubts when i take your lecture. You made them very Indipendent , if one watches carefully they will not have doubts
i dont understand the ex 8. the max. inv. level formula is reorder level + reorder quantity – (mix. inventory * min. lead time) will you please explain the example 8. thanks in advance
sir, i mean that to calculate max. inve. level there is formula studied in ma2, formula is reorder level + reorder quantity ā (mix. inventory * min. lead time). but you didn’t use the formula, why??
deenanoumansays
he did not use the formula but he used different method. I cleared my concepts from here but gonna use that formula in my exam.
mannannagpal says
Hi sir! would the average inventory not change because of these re-order levels? While explaining the economic batch quantity, you said that the average inventory will not be half of the order quantity because of the delay in goods arriving. so I think the average inventory will not be half the order quantity here also because we will have units left in inventory when the order arrives(for example the case given in example 7 where it says that the reorder level should be such that we never run out of inventory) so maybe the average inventory is always a bit higher than EOQ/2?
John Moffat says
Assuming you do mean the re-order level (as opposed to the re-order quantity) then the average inventory will be EOQ/2 + reorder level.
advus says
Dear sir,I want to know what does “reorder level minus min demand”(480-210)stand for?
John Moffat says
It doesn’t stand for anything š
advus says
OK,I know,thank you very much,dear sir.
Asif110 says
Thankyou very much for an amazing explanation both in the video and the Notes! Cleared my doubts.
John Moffat says
Thank you for your comment š
entela12 says
Thank you so much!
Iām planning to sit on the exam on March and Iām studying from your website and so far I do understand everything from your videos. Iām feeling so confident. Thank you so much!
John Moffat says
Thank you for your comment š
foziljonkh says
Sir, you make our job easy! Thank you
John Moffat says
Thank you for your comment š
DhirajACCA says
thanks so much Mr.Moffat
John Moffat says
You are welcome š
lokeshdh00 says
I never got a teacher like you so far. I have no doubts when i take your lecture. You made them very Indipendent , if one watches carefully they will not have doubts
lokeshdh00 says
Very Easy , Very Helpful
ha12 says
there is no formula or need to calculate min. inve. level, safety inv., free inv. etc?
ha12 says
i dont understand the ex 8. the max. inv. level formula is reorder level + reorder quantity – (mix. inventory * min. lead time)
will you please explain the example 8.
thanks in advance
John Moffat says
I am not sure what you want explaining, because I explain in the video (and the answer is also printed in the lecture notes).
ha12 says
sir, i mean that to calculate max. inve. level there is formula studied in ma2, formula is reorder level + reorder quantity ā (mix. inventory * min. lead time).
but you didn’t use the formula, why??
deenanouman says
he did not use the formula but he used different method. I cleared my concepts from here but gonna use that formula in my exam.
briannyangena says
I really love the lectures so far.
Thanks for the help.
John Moffat says
Thank you for your comment š
akhal1l says
No worries, just turned over the page. Sorry.