Answer:
1. Cost to retail ratio = Cost of goods available for sale/ Retail value of goods available for sale
- Cost of goods available for sale = $430000 + $920000 + $62550 = $1412550
- Retail Value of goods available for sale = Retail value of inventory + Net Markup - Net Markdown = $565000 + $1340000 + $61000 - $31000 = $1935000
Cost to retail ratio = Cost of goods available for sale/Retail value of goods available for sale = ($1412550/$1935000)*100 = 73%
Sales value at retail = $1265000
So, Cost Of goods Sold = Sales Value at retail*Cost to retail ratio = $1265000*73% = $923,450
2. Ending Inventory Retail Value = Retail value of goods available for sale-Sales value at retail = $1935000 - $1265000 = $670,000
So, Cost of ending inventory = Ending inventory value at retail*Cost to retail ratio = $670000*73% = $489,100
Answer:
Tax Savings = 200
Explanation:
If Ward and June carry the bond, tax would be:
⇒ Interests * tax rate
⇒ 1000 * 32% = 320
They gift bond to their son, Wally, whose tax would be:
⇒ Interests * tax rate
⇒ 1000 * 12% = 120
The tax savings related to the transfer of Bond is:
⇒ 320 - 120 = 200
Answer: b. 233,500
Explanation:
The expected cashflow is;
= (EBIT * (1 - tax) ) + Depreciation - change in net working capital - capital expenditure
= (270,000 * (1 - 25%)) + 85,000 - 19,000 - 35,000
= $233,500
Answer:
8.14 times
Explanation:
The computation of the Time interest earned ratio is shown below:
As we know that
Times interest earned ratio = (Earnings before interest and taxes) ÷ (Interest expense)
where,
Earnings before interest and taxes = Income before income tax for the year + Interest expense
But before tha, we need to do the following calculations
The interest amount is
= $350,000 × 0.08
= $28,000
The net profit is
= $1,750,000 × 8%
= $140,000
The EBIT is
= Profit before tax + interest expense
= $140,000 ÷ (1 - 0.30) + $28,000
= $200,000 + $28,000
= $228,000
And, the interest expense is $28,000
So, the TIE ratio is
= $228,000 ÷ $28,000
= 8.14 times
Answer:
$50
Explanation:
Opportunity cost is the cost of the next best option forgone when one alternative is chosen over other alternatives.
If I decide to go to the game, I forgot the opportunity of selling the ticket for $50 which is the next best use of the ticket.
I hope my answer helps you
