Answer:
C) $200.00
Explanation:
Absorption Product Cost = Direct Labor + Direct Materials + Variable Overheads + Fixed Overheads
Thus, we need to Calculate the Total Cost of Goods Manufactured as follows :
Direct materials used $160,000
Direct labor $100,000
Variable factory overhead $60,000
Fixed factory overhead $80,000
Total Cost of Goods Manufactured $400,000
Then Calculate the product cost per unit
Product cost per unit = Total Cost / Total Production
= $400,000 / ($315,000/$225.00 + 600)
= $400,000 / 2,000
= $200.00
Note : Total Production = Units Sold <em>plus</em> Ending Finished Goods Inventory
The answer to this question is the term net income. A net income is the remaining money after deductions or expenses have been taken from the gross income. Net income is also known as net profit. Net income also states and calculates the total revenue that exceeds after all operational expenses and taxes been deducted.
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An investor must see what circumstances while investing in a real estate area. So the investor must be careful while investing.
One can loose tenant and his invested capital, tenant capital and fixed turnovers would be largely affected. increased property taxes and increased cost of operations a real estate investor is exposed to all these.
Some other risks associated with taking huge debts for investing in a property, liquidity risks , management risks, legislative risks, and environmental risks with several legal risks. It also include sometimes bad locations, negative cash flows etc.
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Answer:
10,064 bonds
Explanation:
Given:
Amount to be raised = $2,800,000
Par value (FV) = $1,000
Maturity (nper) = 20×2 = 40 periods
Yield (rate) = 6.49 ÷ 2 = 3.245% or 0.03245
Coupon payment is 0 as it's a zero coupon bond.
Assume it's compounded semi-annually.
Calculate the price of the bond today using spreadsheet function =PV(rate,nper,pmt,FV)
Price of bond is $278.23
PV is negative as it's a cash outflow.
Number of bonds to be sold = Total amount to be raised ÷ Price of bond
= 2,800,000 ÷ 278.23
= 10,064 bonds
Company should sell 10,064 bonds to raise $2.8 million