Response:
The answer to the question is provided below.
Analysis:
(a) What quantities of peanut butter and jelly will David purchase with his $3 weekly allowance?
It is stated that David prefers 2 ounces of peanut butter for each ounce of jelly, thus
2Pb = J, and the budget constraint can be expressed as 0.05Pb + 0.1J = 3.
Using substitution,
David will acquire Pb = 30 ounces, J = 15 ounces.
30(0.05) + 15(0.10) = 3
(b) If the cost of jelly rises to $0.15 per ounce, what quantities of each item would he purchase?
If pj = $0.15,
24(0.05) + 12(0.15) = 3
Using substitution, we find J = 12 ounces, Pb = 24 ounces.
Answer:
To tackle this issue, let's begin by calculating the total expenses:
Total expenses = Capital expenses + Capital cost
Total expenses = $20 M + 0.10 * $20 M
Total expenses = $22 M
The break-even price reflects when total income matches total expenses. Thus:
$15 M + 20,000 * X = $22 M
Where X indicates the break-even cost per room for one night
Calculating for X:
20,000 * X = $7 M
X = $350
Thus, the break-even rate is $350 per room for one night.
Explanation:
Mark as brainiest
To work this out, we have to reverse the steps:
After the July discount of 50%, the price of the jeans is $25.50
Thus, the original price before this discount was 2 * $22.50 = $45
In June, the cost was decreased by 25%.
45 ------------------75%
x --------------------100 %
45: x = 75: 100
45 * 100 = 75 x
4,500 = 75 x
x = 4,500: 75
x = $60
Finally, in May the jeans were priced at 250% of their wholesale cost.
60 ----------------- 250%
x -------------------100 %
60: x = 250: 100
6,000 = 250x
x = 6,000: 250
x = $24
Conclusion: The wholesale cost of the jeans was $24.
Here are the instructions outlined below. Given the details: 1 Pound T-bone: Selling price ($7.95 per pound) is $7.95; Joint costs amount to $3.80; Profit per pound therefore is $4.15. Further processing incurs a cost of $0.55 per T-bone steak, resulting in a 6-ounce filet mignon and one 8-ounce New York cut. The filet can be sold for $12.00 per pound, while the New York cut is priced at $8.80 per pound. A) Filet mignon earns $12.00 per pound, so for 6 ounces: 0.375 x 12 = $4.50. New York cut earns $8.80 per pound: 0.5 x 8.80 = $4.40. The total sales from both cuts amount to $8.90, while total costs consist of $3.80 + $0.55 = $4.35, leaving a profit of $4.55. B) Further processing the T-bone steak yields an extra $0.40 in profit.
a. Using FIFO, the Cost of Goods Sold (COGS) is $17,640, while the Ending Inventory equals $12,960.
b. Under LIFO, COGS totals $19,160, while the Ending Inventory is $11,440.
c. The Weighted Average COGS is $18,360, and the Weighted Ending Inventory is $12,240.
For Cortez Company, the inventory particulars include initial stock of 100 units from $60/unit amounting to $6,000, first batch purchase of 150 units at $68 each totaling $10,200, and a second batch of 200 units at $72 each totaling $14,400, culminating in a total of 450 units valued at $30,600.
Queries about how COGS and Ending Inventory figures manifest under various methods (FIFO, LIFO, and Weighted Average) can be addressed based on those computations.
