$287.64
Calculate the interest for each year, then add it to the principal for the next year.
Year 1: 250 * .06 = 15
New balance 250+15 = 265
Year 2: 265 * .07 = 18.55
New Balance 265+ 18.55 = 283.55
Year 3: 283.55 * .08 = 22.68
New Balance 265+ 22.68 =287.64
Answer:
100,000 shares and 80,000 shares
Explanation:
Calculation to determine how many shares were issued and outstanding, respectively
The shares that were issued will be 100,000 shares that were sold to the company's founders while the shares outstanding will be 80,000 shares Calculated as :
Shares outstanding=Shares issued -Shares repurchased
Shares outstanding=100,000 shares-80,000 shares
Shares outstanding =80,000 shares
Therefore the Number of shares that were issued and outstanding, respectively are:100,000 shares and 80,000 shares
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
Answer:
In a long-run equilibrium - only a perfectly competitive firm operates at its efficient scale - option A is the correct answer.
Explanation:
In the long-run equilibrium, only a perfectly competitive firm that operates at its efficient scale and a monopolistically competitive firm sets off with overabundant capacity.
Therefore, in a long-run equilibrium - only a perfectly competitive firm operates at its efficient scale - option A is the correct answer.
