Complete Question:
Machine A costs $9,500 and has an annual operating cost of $5,500. Machine B costs $8,000 and has an annual operating cost of $5,800. Each machine has an economic life of 8 years. What is the annual rate of return the additional investment in machine A?
Answer:
IRR is 11.81%
Explanation:
<u><em>We have to find the annual rate of return on the additional investment in machine A.</em></u> The additional investment can also be termed as incremental investment which is $1,500 ($9,500 - $8,000). Furthermore, the additional cost savings of operating machine A is $300 ($5,500 - $5,800). And this cost savings will be during the life span of the machine A.
Now
We can compute IRR, by using Excel as under:
Answer:
43150 units
Explanation:
For computing the equivalent units of production for conversion costs, first, we have to find the sale units which is shown below:
= Production units for material - ending work in progress units
= 44,500 units - 4,500 units
= 40,000 units
Now the ending work in progress units for conversion would be
= Ending work in progress units × percentage of completion
= 4,500 units × 70%
= 3,150 units
So, the equivalent units of production for conversion costs would be
= Sale units + ending work in progress units for conversion
= 40,000 units + 3,150 units
= 43,150 units
Answer:
Bonds Payable $1000000 Dr
Gain on redemption $15000 Cr
Discount on bonds Payable $10000 Cr
Cash $975000 Cr
Explanation:
The face value of bonds payable is $1000000 while they are a discount bond and carry a discount of $10000. The value of bonds is 1000000 - 10000 = 990000.
The bonds, however, are redeemed at 97.5 which means they are redeemed by paying 97.5% of face value which comes out to be 975000.
Thus, the difference between their value and the redemption price is the gain as value is greater than the price paid for them at redemption.
Gain = 990000 - 975000 = $15000
<u>Given:</u>
Annual demand = 410 units
Ordering cost = $41
Holding cost = $5 unit per year
<u>To find:</u>
Number of units to be ordered each time an order is placed
<u>Solution:</u>
On calculating the number of units,

Therefore, to minimize the total cost, approximately 77 units should be ordered each time an order is placed.