The EOQ is 980 units and should reduce the fixed ordering cost to an amount of $62.50.
<u>Explanation:</u>
a)
Annual demand=Qty per mth multiply with 12 = 1000 multiply with 12 =12000
Annual demand in USD, A= 12000 multiply with USD 100 (cost of each part) = USD 1200000
Preparation cost, P= 4 hrs changeover time multiply with USD 250 per hr = USD 1000
Annual holding cost, I = 25% = 0.25
EOQ in USD= Root over (2 multiply with A multiply with P divide by I ) = USD 9.79 multiply with 10000 = USD 98000
EOQ in nos. = USD 98000 divide by USD 100 (cos of each part) = 980 units
b) Q = 980 divide by 4 = 245
In this case, annual carryring cost, C = EOQ 980 by 4 multiply with 0.5 multiply with Unit cost USD 100 multiply with 0.25 = USD 3062.50
Annual demand, D = 1000 per month multiply with 12 = 12000
Ordering cost = C multiply with 245 / D = USD 62.50
Answer:
$96,154.20
Explanation:
We are to find the future value of the annuity
The formula for calculating future value = A (B / r)
B = [(1 + r)^n] - 1
A = Amount
R = interest rate
N = number of years
[(1.08)^9 - 1 ] / 0.08 = 12.487558
12.487558 x $7,700 = $96,154.20
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Answer:
Retail positioning matrix
Explanation:
Value added is also known as the retail positioning matrix, which includes the element of location, product reliability, or prestige under the dimensions of the breadth of the product line and value-added. As in the given case, the Boston market has added pickup, delivery, and full-service catering to its original restaurant format, therefore, they had value-added services and they have a broad product line of frozen meals in the frozen food sections of groceries. , which should be measured on four positions in the retail positioning matrix, such as:
- high value, broad product line
;
- low value, broad product line
- high value, narrow line
.
- low value, narrow product line.
However, due to lack of information competitor and market share, we can not position the phase of company.
Answer:
2.34 million
Explanation:
Vasudevan incorporation reported an operating income of $2.90 million
The depreciation is $1.20 million
The tax rate is 40%
= 40/100
= 0.4
The firm's expenditure on fixed assets and net operating working capital is $0.6 million
Therefore, the free cash flow can be calculated as follows
Free cash flow= operating profit-tax+depreciation-expenditure
= 2.90-(2.90×0.4)+1.20-0.6
= 2.90-1.16+1.20-0.6
= 2.34
Hence the free cash flow is 2.34 million