Answer: c. $81,202
Explanation:
The inflow will be annual and constant which makes it an annuity. Given the discount rate of 12% and a useful life of 8 years, the present value interest discount factor based on the table is = 4.968.
Option 1 present value
= 48,410 * 4.968
= $240,500.88
Option 2 present value
= 50,427 * 4.968
= $250,521.34
Option 3 present value
= 81,202 * 4.968
= $403,412
Option 3 is the closest option with the difference being down to rounding errors. The annual inflow would have to be $81,202 to make the investment in the equipment financially attractive.
Answer:
C. Greater than $6 but not greater than $9
Explanation:
The computation of the unit holding cost per year is shown below:
As we know that
where,
Annual demand is 450 × 52 weeks = 23,400 units
Ordering cost is $35 per order
Economic order quantity is 468 units
Now placing these values to the above formula
Now to find out the carrying cost, the calculation is given below:
= (2 × 450 units × $35) ÷ 468^2
= $7.48 per unit
The carrying cost is also known as holding cost