Answer:
Explanation:
The calculation can be done using sensitivity analysis
The sensitivity analysis is done as follows:
Scenario NPV Deviation in NPV from orignial scenario % depletion
Original 6140513
Unit sale decreases by 10% 5286234 -854279 13.91%
Price per unit decreases by 10% 2894254 -3246259 52.87%
Variable cost per unit increases 10% 5286234 -854279 13.91%
Cash fixed cost per year increases by 10% 6062851 -77662 1.26%
Calculation of original NPV
Sales (350000 * 22) 7700000
Less: Variable cost (350000 * 11) -3850000
Less: Fixed cost -350000
Less: Depreciation [(2000000 - 200000) / 4] -450000
Profit before tax 3050000
Less: Tax at 30% -915000
Profit after tax 2135000
Add: Depreciation 450000
Cash flow after tax 2585000
0 1 2 3 4
Initial investment -2000000
Working capital -600000
Cash flow after tax 2585000 2585000 2585000 2585000
Working capital released 600000
Residual value 200000
Net cash flows -2600000 2585000 2585000 2585000 3385000
PVF at 10% 1 0.9091 0.8264 0.7513 0.6830
Present value -2600000 2350000 2136364 1942149 2312001
NPV 6140513
Calculation of NPV when unit sales decrease by 10%
Sales (315000 * 22) 6930000
Less: Variable cost (315000 * 11) -3465000
Less: Fixed cost -350000
Less: Depreciation [(2000000 - 200000) / 4] -450000
Profit before tax 2665000
Less: Tax at 30% -799500
Profit after tax 1865500
Add: Depreciation 450000
Cash flow after tax 2315500
0 1 2 3 4
Initial investment -2000000
Working capital -600000
Cash flow after tax 2315500 2315500 2315500 2315500
Working capital released 600000
Residual value 200000
Net cash flows -2600000 2315500 2315500 2315500 3115500
PVF at 10% 1 0.9091 0.8264 0.7513 0.6830
Present value -2600000 2105000 1913636 1739669 2127928
NPV 5286234
Calculation of NPV when price per unit decrease by 10%
Sales (350000 * 19.8) 6237000
Less: Variable cost (350000 * 11) -3850000
Less: Fixed cost -350000
Less: Depreciation [(2000000 - 200000) / 4] -450000
Profit before tax 1587000
Less: Tax at 30% -476100
Profit after tax 1110900
Add: Depreciation 450000
Cash flow after tax 1560900
0 1 2 3 4
Initial investment -2000000
Working capital -600000
Cash flow after tax 1560900 1560900 1560900 1560900
Working capital released 600000
Residual value 200000
Net cash flows -2600000 1560900 1560900 1560900 2360900
PVF at 10% 1 0.9091 0.8264 0.7513 0.6830
Present value -2600000 1419000 1290000 1172727 1612526
NPV 2894254
Calculation of NPV when variable cost per unit increases 10%
Sales (350000 * 22) 7700000
Less: Variable cost (350000 * 12.1) -4235000
Less: Fixed cost -350000
Less: Depreciation [(2000000 - 200000) / 4] -450000
Profit before tax 2665000
Less: Tax at 30% -799500
Profit after tax 1865500
Add: Depreciation 450000
Cash flow after tax 2315500
0 1 2 3 4
Initial investment -2000000
Working capital -600000
Cash flow after tax 2315500 2315500 2315500 2315500
Working capital released 600000
Residual value 200000
Net cash flows -2600000 2315500 2315500 2315500 3115500
PVF at 10% 1 0.9091 0.8264 0.7513 0.6830
Present value -2600000 2105000 1913636 1739669 2127928
NPV 5286234
Calculation of NPV when cash fixed cost per year increases by 10%
Sales (350000 * 22) 7700000
Less: Variable cost (350000 * 11) -3850000
Less: Fixed cost -385000
Less: Depreciation [(2000000 - 200000) / 4] -450000
Profit before tax 3015000
Less: Tax 30% -904500
Profit after tax 2110500
Add: Depreciation 450000
Cash flow after tax 2560500
0 1 2 3 4
Initial investment -2000000
Working capital -600000
Cash flow after tax 2560500 2560500 2560500 2560500
Working capital released 600000
Residual value 200000
Net cash flows -2600000 2560500 2560500 2560500 3360500
PVF at 10% 1 0.9091 0.8264 0.7513 0.6830
Present value -2600000 2327727 2116116 1923742 2295267
NPV 6062851
Answer:
The correct answer is D.
Explanation:
Giving the following information:
The fixed cost per unit is $7 when 25,000 units are produced and $5 when 35,000 units are produced.
Total fixed costs= 7*25,000= 175,000
Total fixed costs= 5*35,000= 175,000
Fixed costs= $175,000
DEBIT CREDIT
Work in Process Inventory
Jan 31. Manufacturing Overhead
Raw Materials Inventory
Answer:
Materials used in production go to Work in Process so;
= 936 + 1,690 + 767
= $3,393
The materials used in the general factory will go to Manufacturing Overhead.
Date Debit Credit
Jan 31 Work in Process $3,393
Manufacturing Overhead $ 667
Raw Materials Inventory $4,060
b. 0.33 pieces/min
c. 1.66 pieces/min
d. 0.83 pieces/min
Answer:
Production rate = 1.66 pieces/min (Approx)
Explanation:
Given:
Average lead time = 18 minutes
Average work in process inventory = 30 pieces
Find:
Production rate
Computation:
Production rate = Average work in process inventory/Average lead time
Production rate = 30/18
Production rate = 1.66 pieces/min (Approx)
Answer: Cash cycle =24.35 days
Explanation:
Cash cycle=Days in inventory+Days in receivables-Days in payables
Days in inventory=365/inventory turnover
=365/18.9
= 19.3121693 days
Days in receivables=365/receivables turnover
=365/9.7
=37.628866days
Days in payables=365/payables turnover
=365/11.2
=32.5892857 days
Therefore, Cash cycle=Days in inventory+Days in receivables-Days in payables
= 19.3121693 days+ 37.628866 days - -32.5892857days
=24.3517496days
Rounded up to 24.35 days
The cash cycle of Franklin, Inc., considering its inventory turnover, receivables turnover, and payables turnover, is approximately 24.35 days.
In order to calculate the cash conversion cycle for Franklin, Inc., we need to consider three aspects: Inventory turnover, payables turnover, and receivables turnover.
Firstly, we need to convert these turnovers into days. That's achieved by dividing 365 by the turnover ratio for each component.
The converted days for each component will be:
The Cash Conversion Cycle is then computed as follows: Cash Conversion Cycle = Inventory Days + Receivables Days - Payables Days = 19.31 + 37.63 - 32.59 ≈ 24.35 days
So, the cash cycle of Franklin, Inc. is approximately 24.35 days.
(B) 4.12%
(C) 4.34%
(D) 4.57%
(E) 4.81%
Answer:
(E) 4.81%
Explanation:
See the image below to get the explanation
Answer:
38.33 days
Explanation:
The PERT method is a common method used to determine the weighted mean or average of three different values of a parameter to calculate a final estimate. Therefore, in the question shown above, the PERT duration can be estimated as:
PERT duration = (20+4*40+50)/6 = (20+160+50)/6 = 38.33 days.
Thus, for the given activity, the PERT duration is approximately 38.33 days.