Answer:
-1.33
Explanation:
Cross price elasticity of demand measures the responsiveness of quantity demanded of good X to changes in price of good Y.
Cross price elasticity of demand = percentage change in quantity demanded of good X / percentage change in price of good Y
Percentage change in quantity demanded = (1700 / 1350) - 1 = 0.2593 = 25.93%
Percentage change in price = (1.65 / 2.05) - 1 = -0.1951 = -19.51%
25.93% / -19.51% = -1.33
I hope my answer helps you
Answer:
i think it is the 3rd one I'm not sure but I need help on one of mine and it would be really good if you can help me I will appreciateit
Answer:
Please see attachment and assumptions
Explanation:
<h2>Please note that the assumption is that the full question is as follows .</h2><h2>You are making the inventory decisions for an international company that sells bathing suits. The product has a forecasted daily demand with mean 100 and standard deviation 36. The selling season only lasts 6 months since bathing suits are a seasonal item. You are procuring the product from your factory in China (out-sourcing) and as a result the lead time is so long (6 months) that you can only place only one order per selling season (6 months before the season begins). You want to ensure a service level of 97.5% and the cost of capital of the firm is 20% (that is, the firm faces an annual interest rate of 20%). Shipping cost is $4,500 while procurement cost (purchase cost) per item is $5.</h2><h2>1.How many bathing suits should you order from your factory in China?
</h2><h2>2.What is the total holding cost?
</h2><h2>3.What is the total ordering cost?</h2>
Answer:
Yes, the Astrid maximizing her utility
Explanation:
Given that
Utils for the last quart = 30
Per quart = $3
Honey price = $0.75
Utils of Last jar = 7.5
The calculation of maximum utility is given below:-
Per dollar utility gained by milk
= 30 ÷ 3
= 10 utils
Milk utility for $0.75
= 30 ÷ 3 × $0.75
= 7.5 utils
Therefore from the last quart the utility was same and the dollars was spent in last jar. So, Astrid can maximizing her utility.