Answer:
C. active monetary policy potentially destabilizes the economy.
Explanation:
Answer:
Cost of goods sold = $8,800
Explanation:
<em>The cost of goods is represents amount incurred to make available what has been sold. It is computed as follows:</em>
<em>Cost of goods sold = opening stock + purchases - closing inventory</em>
It is useful to determine the cost of goods so as to calculate the gross profit margin. The gross profit is the sales revenue less cost of goods sold.
So we can compute same for the sporting equipment store as follows:
Cost of goods sold = 3,800 + 7,800 - 2,800
= $8,800
Cost of goods sold = $8,800
Answer:
The answer is: Projected net sales for this year are $45,254
Explanation:
The current total sales for MG Lighting are $50,000 (= 500 units x $100 per unit).
Next year their products will have a $10 increase (10%), so the unit price will be $110.
Due to the price increase, the number of units sold will decrease by 15%, to a total of 425 units.
MG Lighting total sales will be $46,750. Approximately 3.2% of the total sales will be returned (equivalent to $1,496).
MG Lighting net sales for this year should be $45,254 (= 46,750 - $1,496)
Answer:
Debit Estimated Warranty Liability $14,000; credit Merchandise Inventory $14,000.
Explanation:
The journal entry is shown below:
Estimated Warranty Liability A/c Dr $14,000
To Merchandise Inventory $14,000
(Being the customer warranties is settled)
Since we have to settle the customer warranties, so we debited the estimated warranty liability account and credited the merchandise inventory account
Hence, all other options are wrong except last one
Answer:
$231,140
Explanation:
The computation of the amount reported in the cost of goods sold is shown below:
= Number of pool cues sold × total manufacturing cost per pool cue
where,
Number of pool cues sold would be 26,000 pool cues
And, the total manufacturing cost per pool cue would be
= Direct Materials per cue + Direct manufacturing Labor per cue + Manufacturing Overhead per cue
= $2 + $6 + $0.89
= $8.89
Now put these values to the above formula
So, the value would be equal to
= 26,000 cues × 8.89
= $231,140
