Answer:
The correct answer is B.
Explanation:
Giving the following information:
Apr. 1: Beginning inventory of 490 units for $2.16
Apr. 20: Purchase 420 units for $2.63
Dunbar sold 570 units of inventory during the month.
Under LIFO (last-in, first-out) method, the ending inventory is integrated by the first units incorporated into inventory.
First, we need to calculate the number of units in inventory:
Ending inventory in units= total units for sale - units sold
Ending inventory in units= (490 + 420) - 570= 340 units
Ending inventory ($)= 340*2.16= $734.4
Answer:
Total estimated bad debts = $9,400
Explanation:
days outstanding A/c Receivable % estimate
0-30 $77,000 1 $770
31-60 $46,000 4 $1,840
61-90 $39,000 5 $1,950
91-120 $23,000 8 $1,840
over 120 $15,000 20 $3,000
Total 200,000 $9,400
Available options:
A. determine the sequence in which customers will be called on.
B. use existing transportation facilities.
C. minimize non-selling time.
D. determine duration of sales calls.
E. provide salespeople with an opportunity to plan their own routes and schedules
Answer:
Option C. Minimizing non-selling time.
Explanation:
The reason is that sales reps must lower their non selling time as this makes them inefficient for the company and would also increase their loss of time and commission. So every sales representative acknowledges his primary goal to decrease the non selling time which means he is trying to make sale.
The better Project is Project S having a NPV of $17.968 and IRR of 12.10 %
IRR:
- An approach to capital budgeting that is used to assess the profitability of a project is the discounted payback time. Internal rate of return is one of these capital planning strategies (IRR).
- This rate of return corresponds to the point at which a project's net present value equals zero. Since it does not account for any outside forces, such as inflation, they call it internal.
The calculator's capabilities will be utilized to determine the IRR,
Project S
- CF0 = (1,000)
- CF1 = 882.62 & F01 = 1
- CF2 = 250 & F02 = 1
- CF3 = 15 & F03 = 1
- CF4 = 5 & F04 = 1
- I = 10.5%
- [NPV] [CPT]
- The NPV is $17.968
- [IRR] [CPT]
- The IRR will come as 12.10%
- Project L
- CF0 = (1,000)
- CF1 = 0 & F01 = 1
- CF2 = 260 & F02 = 1
- CF3 = 420 & F03 = 1
- CF4 = 732.87 & F04 = 1
- I = 10.5%
- [NPV] [CPT]
- The NPV is $15.78
- [IRR] [CPT]
- The IRR will come as 11.03%
- The better Project is Project S having a NPV of $17.968 and IRR of 12.10%
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