Answer:
kjasdhfkjsadhffjjh
Explanation:
eeeywerriwueeryy777777777777
Answer:
$5,225,417
Explanation:
first payment 800000
1 quarter 250000
2 quarters 254000
3 quarters 258064
4 quarters 262193
5 quarters 266388
6 quarters 270650
7 quarters 274981
8 quarters 279380
9 quarters 283851
10 quarters 288392
11 quarters 293006
12 quarters 297694
13 quarters 302458
14 quarters 307297
15 quarters 312214
16 quarters 317209
17 quarters 322284
18 quarters 327441
19 quarters 332680
20 quarters 338003
11% = (1 + i/4)⁴
i = 0.106
quarterly interest = 2.65%
Now we need to determine the present value of this annuity and our discount rate is 2.65%. I will use an excel spreadsheet to determine the present value of the 20 quarterly payments and then add the initial payment.
$4,425,417 + $800,000 = $5,225,417
Answer:
Total E&P = $ 160000
Total voting Right Sold = 50/ (100+100) = 25%
Reduction of E& P due to exchange = Total E&P*Total voting Right Sold
Reduction of E& P due to exchange = 160000*25%
Reduction of E& P due to exchange = 40000
Reduction of E& P Lower of Total E&P*Total voting Right Sold or Amount realised
Reduction of E& P Lower of 40000 or (50*1000)
Reduction of E& P Lower of 40000 or 50000
Answer
A reduction of $40,000 in E&P because of the exchange.
Answer:
Expected number of orders=31.6 orders per year
Explanation:
<em>The expected number of orders would be the Annual demand divided by the economic order quantity(EOQ).</em>
<em>The Economic Order Quantity (EOQ) is the order quantity that minimizes the balance of holding cost and ordering cost. At the EOQ, the holding cost is exactly the same as the ordering cost.</em>
It is calculated as follows:
EOQ = (2× Co D)/Ch)^(1/2)
Co- ordering cost Ch - holding cost, D- annual demand
EOQ = (2× 10 × 100000/2)^(1/2)= 3162.27 units
Number of orders = Annual Demand/EOQ
= 100,000/3,162.27= 31.62 orders
Expected number of orders=31.6 orders per year
