Answer:
(a) the optimal production run quantity (Q) = 633
(b) the total annual inventory cost (AHC AOC) = $ 3,162.28
(c) the optimal number of production runs per year = 7
(d) The run length (production run time) = 16 days
Explanation:
(a) the optimal production run quantity (Q).
optimal production run quantity = √(2×Annual Demand×Setup Costs) / Holding Costs
= √(2×4000×$250)/ $5
= 633
(b) the total annual inventory cost (AHC AOC).
total annual inventory cost = Setup Costs + Holding Costs
= 4,000/633×$250+633/2×$5
= $1,579.78+$1,582.50
= $ 3,162.28
(c) the optimal number of production runs per year.
number of production runs per year = Total Demand / optimal production run quantity
= 4,000/633
= 7
(d) The run length (production run time).
production run time = optimal production run quantity / produce
= 633 / 40 cakes
= 16 days
Not being able to pay it off is a big one.
Answer:
convexity = 37.6306
Explanation:
given data:
maturity time = 7 years
yield to maturity (y) = 8% = 0.08
coupon bond = 6%
price= $89.59 ( gotten from the summation of pv(cf) from the table attached below )
t = time
convexity can be found using this formula

=
= 37.6306
Answer:
(2) word-of-mouth promotion.
Explanation:
Based on the information provided within the question it seems that Ms. McNick's classes benefit from word-of-mouth promotion. This is a type of distribution of information where one person tells another about their experience, and then that person tells someone and so on. This is free promotion garnered based on the experience that one individual may have and can either be positive or negative.