Answer:
<u><em>Total expenses 936,500</em></u>
depreciation 291,500
wages expense 645,000
Explanation:
Assuming the depreciation are calculate base on straight line or that their output is lineal through the year:
It will be half of the depreciation for the year.
583,000 / 2 = 291,500 depreciation expense for six-month
For the year-end bonused It wll be the same ideal, we assume are earned equally during the year. So at half year half of the bonuses should be earned:
wages expense 1,290,000/2 = 645,000
<u>Total expenses 936,500</u>
Answer:
2.18%
Explanation:
Effective interest rate = (1+i/m)^n - 1
i is stated as interest rate
m is the compounding frequency
Here, the compounding is quarterly and the effective interest rate is 8%
Since one year is equal to 4 quarter, the value of m is equals to 4
Effective interest rate = (1 + i/4)^4 - 1
9% = (1 + i/4)^4 - 1
0.09 + 1 = (1 + i/4)^4
(1.09)^1/4 = 1 + i/4
1 + i/4 = 1.02178
i/4 = 1.02178 - 1
i/4 = 0.2178
i/4 = 2.18%
Answer:
the total cost of ordering and holding sugar is $1,000 per year
Explanation:
<em>Step 1 Calculate the Economic Order Quantity(EOQ).</em>
EOQ = √(2×Total Demand×Ordering cost)/ Holding Cost per Unit
= √(2×250×20×5)/20
= 50
<em>Step 2 Calculate the total cost of ordering and holding sugar</em>
Total cost = Ordering Cost + Holding Cost
= (250×20)/50 × $5 + 50/2 × $20
= $500+$500
= $1,000
Therefore, the total cost of ordering and holding sugar is $1,000 per year
Answer:
increasing sales, because your target population is increasing in size.
Explanation:
There will definitely be a bright future in the business because the targeted population which happens to be the elderly ones keeps increasing in size, hence, there will be increase in sales and in turn there will be increase in turnover which is a good thing for the business.
