A unit volume objective for pricing should be used judiciously because higher volume goals can sometimes result in higher pricing. This is further explained below.
<h3>What is the pricing?</h3>
Generally, set the price for the goods or services to be exchanged.
In conclusion, When setting prices, a unit volume aim should be utilized with caution since volume objectives that are more ambitious may often lead to higher prices.
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Answer:
$50.74 million
Explanation:
Interest rate per annum = 8%
Number of years = 17
Number of compounding per annum = 1
Interest rate per period (r) = 8%/1 = 8%
Number of period (n) =17 * 1 = 17
Growth rate (g) = 5%
First payment (P) = 4 ($'million)
PV of the new Chip = p/(r-g) * [1 - [(1+g)/(1+r)]^n]
PV of the new Chip = 4/(8%-5%) * [1 - [(1+5%)/(1+8%)]^17]
PV of the new Chip = 4/0.03 * [1 - [1.05/1.08]^17]
PV of the new Chip = 4/0.03 * [1 - 0.972222^17]
PV of the new Chip = 133.333 * (1 - 0.6194589804)
PV of the new Chip = 133.333 * 0.3805410196
PV of the new Chip = 50.7386757663268
PV of the new Chip = $50.74 million
Answer: initial principal
Explanation:
Compound interest (or compounding interest) is interest calculated on the initial principal, which also includes all of the accumulated interest from previous periods on a deposit or loan.
Answer:
$150,000
Explanation:
Ending inventory, the value of goods available for sale at the end of the accounting period, plays an important role in reporting the financial status of a company and can best be figured out using the equation,
Ending Inventory = Beginning Inventory + Net Purchases - Cost of Goods Sold (or COGS)
Beginning Inventory = $160,000 in retail
Net purchases = $500,000 in retail +$10,000 Markups
Cost of goods sold = $500,000
So, End Inventory = 160,000+500,000+10,000-500,000
End Inventory = $150,000
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