Answer:
€6 million
Explanation:
As we know that
According to the International Financial Reporting Standards, if the net realizable value of the inventory increases then the written down of reversal value is required
And according to the GAAP, the inventory should be valued at lower of cost or net realizable value
So in the given case, the inventory is purchased at €6 million and now it is estimated value is €7 million so the lower value i.e €6 million should be reported on the balance sheet.
Answer:
Cost of Good Sold Using Fifo $40,570
Ending inventory using Fifo $3,600
Ending inventory Using Specific Identification can not be calculated as the total sales (555) exceeds the available inventory (510)
Explanation:
Answer:
a. shortage at the former equilibrium interest rate. This shortage would lead to a rise in the interest rate.
Explanation:
The equilibrium in the market for loanable funds is achieved when the quantities of loans that borrowers want are the same as the quantity of savings that savers provide. The interest rate adjusts to make these equal.
<span>The cost-benefit analysis Isaiah used is part of a systematic approach, a process where business decisions are analysed. In this case, the benefits acquired from using the commercial janitorial and maintenance are summed up, and the costs associated with taking their services are subtracted from it. The outcome of this analysis will help determine Isaiah if the commercial janitorial and maintenance services, inc. is financially beneficial to the company or not.</span>
Answer:
Price of Bond= $907.766
Explanation:
The price of the bond is the present value of its future cash flow discounted at the required rate of return of 5.5%.
Price of Bond = PV of interest payment +PV of redemption value
<em>PV of interest payment:</em>
interest payment = 5.5%× 1000= 55
PV = A × (1+r)^(-n)/r
A- 55, r - 7%, n- 10 years
PV = 55, r- 5.5%, n- 10
PV = 55× 1.07^(-10)/0.07= 399.417301
<em>Present Value of redemption </em>
PV = F× (1+r)^(-n)
F= 1000, r- 7%, n- 10 years
PV = 1,000× 1.07^(-10)= 508.3492921
Price of Bond = 508.3492921 + 399.417301= 907.7665931
Price of Bond= $907.766
