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
Answer:
The correct answer is letter "B" and "C": Keep an open mind; Separate facts from opinions.
Explanation:
At the moment of solving different-point-of-view issues, it is important to be open-minded, otherwise, we could only remain with our opinion discarding others' critic point of view that could be useful at the moment of taking decisions. Besides, it does not matter if other individuals are biased since we can separate the facts from those points of view. Separating the facts implies analyzing what others have to say in deep regardless of what their emotions can be about that matter. It implies subtracting an objective idea from a subjective point of view.
Those shops which are located in the mid of the mall and operated from there are called as Mall Koisk.
Answer:
$13.80
Explanation:
Calculation to determine the offering price
Using this formula
Offering Price = NAV/1-load
Let plug in the formula
Offering Price = $12.70/1-0.08
Offering Price =$12.70/0.92
Offering Price = $13.80
Therefore the offering price is $13.80