Answer:
Net Increase in cash = $124,200
Explanation:
Note: The correct value for Year 2021 inventory is $510,300 not $10,300.
Also note: See the attached excel file for the statement of cash flows for 2022.
In the attached excel file, the following workings are used:
Workings:
w.1: Increase in accounts receivable = Account receivable in 2022 - Account receivable in 2021 = $237,600 - $205,200 = $32,400
w.2: Decrease in inventory = Inventory in 2022 - Inventory in 2021 = $450,900 - $510,300 = -$59,400
w.3: Decrease in accounts payable = Accounts receivable 2022 - Accounts receivable 2021 = $105,300 - $116,100 = -$10,800
w.4: Disposal of land = Land in 2021 - Land in 2022 = $270,000 - $216,000 = $54,000
w.5: Purchase of equipment = Equipment in 2022 - Equipment in 2021 = $702,000 - $540,000 = $162,000
Answer:
d. Mohammad cannot share with Ceries the confidential information he knows about Estay’s new product because he has a duty not to disclose confidential information he acquired during the agency.
Explanation:
Mohammad cannot share confidential information with an external competitor even when he is no longer in the service of the firm.
The only option left for Mohammad is if Estay gives him approval to share the piece of information.
Answer:
Explanation:
Given Demand D = 12,500 lights per year
Set up cost S = $51
Cost of each light (C) = $1
.05
Holding cost = $0.1 per light per year
Production p= 100 lights per day
Usage (d) = 12,500/300 days = 41.66(round up to 42)
= 42 lights per day
a) What is the optimal sizeof the production run?
Q =√{(2×D×S) / (H(1-(d / p)))}
Q =√{(2×12500×51)/(0.1(1-(42/100)))}
= 4688.577 = 4689 units
Q = 4689 units
b) What is the average holding cost per year?
Average holding cost per year = average inventory level * H
= (Q/2)H[1- (d/p)]
= (4689/2)0.1[1-(42/100)]
= $135.98
c) What is the average setup cost per year?
average setup cost per year = (D/Q)S
= (12,500/4689)× 51
= 135.97
d) What is the total cost per year, including the cost of the lights?
Total cost = D*C + total set up cost + total holding cost
12,500 ×1.05 + 135.98 + 135.97
Total cost = $ 13,396.95
The number of bananas that Joey purchased would be represented on a number line with digits 0 to 10 by marking point 9 with a dot (circle) as shown in the image attached.
- Let the number of bananas be B.
<u>Given the following data:</u>
<u>Note:</u> A dozen oranges is equal to 12 oranges.
To determine the number line that best represents the number of bananas Joey purchased:
First of all, we would calculate the number of bananas that Joey purchased:

B = 9 bananas.
<u>For the </u><u>number line</u><u>:</u>
The number of bananas that Joey purchased would be represented on a number line with digits 0 to 10 by marking point 9 with a dot (circle) as shown in the image attached.
Read more: brainly.com/question/13553589