Answer:
Annual demand (D) = 1,600 units
Ordering cost per order (Co) = $16
Holding cost per item per annum (H) = $8
EOQ = √2Dco
H
EOQ = √2 x 1,600 x $16
$8
EOQ = 80 units
Explanation:
EOQ is the square root of 2 multiplied by annual demand and ordering cost per order divided by holding cost per item per annum.
We answer this question by bringing about the following supposition:
<span>The corrective tax policy and the number of pollution permits available do not change in spite of this demand shift.</span>
Answer:
$1,100
Explanation:
Calculation for what will the investment be worth after 16 years
Rule of 72 is the rule or methods which help in estimating an investment's doubling time.
Therefore According to the rule of 72 what we are going to do is to double the amount of money invested in the Certificate of deposit which was $550
Hence,
Since $550 was invested at an annual interest rate of 4.5%. Thus the rule of 72 tells us that the money will double every 16 years,
Approximately:
Years Balance
Now $550
16 $1,100
( The amount of $550 doubles every 16 years)
Therefore what the investment be worth after 16 years will be $1,100
Answer:
The budgeted cash disbursements for August are $532,000
Explanation:
Amount of cash the company pays for purchases in August:
30% x Materials purchases in July + 70% x Materials purchases in August = 30% x $250,000 + 70% x $420,000 = $369,000
The budgeted cash disbursements for August = Cash paid for purchasing materials + Wages Expense + Purchase of office equipment + Selling and Administrative Expenses = $369,000 + $60,000 + $64,000 + $39,000 = $532,000
Noted: Depreciation is a non-cash accounting expense, so it doesn't involve cash flow
Answer:
a. No, the firm is not minimizing the cost of production.
b. The firm should continue to increase the units of labor by reducing the unit of capital until when the ratio of Marginal product of labor to Marginal product of capital of is equal to the ratio of w to r.
Explanation:
a. Is the firm minimizing the cost of production?
The firm minimizing the cost of production where:
Marginal product of labor / Marginal product of capital = w / r
From the question, we have:
40 / 28 = 6 / 3
1.43 = 2
Since the ratio of Marginal product of labor to Marginal product of capital of 1.43 is not equal to the ratio of w to r, the firm is not minimizing the cost of production.
b. What should the firm do, if anything, to produce the same level of output at lower cost?
The firm should continue to increase the units of labor by reducing the unit of capital until when the ratio of Marginal product of labor to Marginal product of capital of is equal to the ratio of w to r.
The closest point at which this will happen is when the Marginal product of labor is 45 and Marginal product of capital is 23 where we have:
45 / 23 = 1.96, or 2 approximately.
