Answer:
$607,250 outflow
Explanation:
Net Working Capital is the amount of money needed to maintain operations on a day to day basis.
Net Working Capital = Current Assets - Current Liabilities
where,
<u>Current Assets are calculated as :</u>
Inventory $216,000
Accounts Receivable ($525,000 x 1.09) $575,250
Total $788,250
and
Current Liabilities = $181,000
therefore,
Net Working Capital = $788,250 - $181,000 = $607,250
Conclusion
The project's initial cash flow for net working capital is $607,250 outflow.
The part of the combined price allocated to the product is less than 50% which might be around 35-40%.
<u>Explanation:</u>
Since the price of the product all alone is $450 and the price of the service alone is $550, so the combined amount totals up to be nothing less than $1000. But the company under the discount and offer, offers the both things combined for $800.
This shows that the company is under some loss which it has to incur. The loss is of $200 under the discount to be offered to the clients which serves as the incentive to the customers.
Answer:
B. 9.84%
Explanation:
Given that
D1 = 1.25
P0 = 27.50
g = 5%
F = 6%
Recall that
Cost of equity raised = (D1/P0 - [F × P0]) + g
Thus,
= 1.25/27.50 - [0.06 × 27.50] + 0.05
= 1.25/ 25.85 + 0.05
= 0.04835 + 0.05
= 0.09835
= 0.0984
=9.84%
Answer:
1) Structure rewards/pay to be based on performance
2)Make them stakeholders/shareholders of the principal
Explanation:
The major principal/agent problem is the agent not acting in the best interest of the principal. Taking the steps above could minimize the problem
Answer:
$11.59 million
Explanation:
The computation of earning before interest and tax is shown below:-
Free cash flow = Operating cash flow - Investment in operating cash flow
$8.17 million = Operating cash flow - $2.17 million
Operating cash flow = $10.34 million
For calculating the earning before interest
Operating cash flow = Earning before interest - Taxes + Depreciation
$10.34 million = Earning before interest - $2.17 million + $0.92 million
= $10.34 million = Earning before interest - $1.25 million
Earning before interest = $11.59 million