Answer:1. $7720
2. $7945
3. $7758
Explanation: 1. First in First out method which means the first inventory to be purchased by company will be the first to be sold.
Total cost of Sales = Total number of units Sold * Total Cost of inventory sold
= 100units*$5+ 300units*$5.30+ 200units*$5.35 + 450units*$5.60
=$7720
Total units sold=1450 we started from first inventory which was the balance of inventory of 100 units downwards up to the 1450th unit sold that was purchased on the 26th of April by the company.
2. Last in first out method is where the last bought inventory is sold first.
Total cost of sales= Total number of units sold * Total cost of units sold =200units$*5.80+ 600units*$5.60+ 200units*$5.35+300units*$5.30+150units*$5.1
=$7945
Total units sold still 1450 but we calculated the cost from the last purchased unit from 30th April to the 1450th unit sold which was on the 12th of April.
3. Average Cost = (Sum of all costs/Total number of costs)* total units sold
= (($5+$5.1+$5.3+$5.35+$5.6+$5.8)/6)* 1450
=$7769.58
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Answer:
Calculate Recline’s contribution margin ratio.
Contribution Margin RATIO 34%
Calculate the break-even point in sales dollars for Recline.
Break-Even Point $1.030.556
Explanation:
- The contribution margin it's determined by the total amount of Gross Profit divided by the total value of sales. To this case $405,000/$1,192,500 = 34%
Income Statement
11.250 Quantities
$106 Unit Price
$1,192,500 Sales
-$787,500 Cost of goods sold
$405,000 Contribution Margin 34%
-$281,250 Fixed Cost
$123,750 Operating Income
- The Break Even point it's when the Operating Income is equal to zero, it means the lowest level of sales the company can afford and not loss money.
BREAK EVEN POINT
9.722 Quantities
$106 Unit Price
$1,030,556 Sales
-$787,500 Cost of goods sold
$243,056 Contribution Margin
-$243,056 Fixed Cost
$0 Operating Income
You can make a promise and really mean it, but later not deliver it - you would still be honest.
You can be confident in your promise and still not deliver it.
But if you really delivered what you promised, you would be reliable - the correct answer is c)
