Answer:
The Company's cash cycle is 17.3 days
Explanation:
The cash cycle is computed by the following formula:
Receivable No of days+ Inventory No of days- Payables No of days
31.4 days + 22.4 days - 36.5 days = 17.3 days
In the above question, Ives Corp is making an efficient operation of its cash resources. The payables are more than inventory, so the payables are financing the inventory as well as partly the receivables.
Answer: The "Controlling" step of the management framework.
Explanation: Management principles have been categorised into 4 main functions namely: planning, organising, leading and controlling. In short this is known as the P-O-L-C framework. The aim of this framework is to act as a guide used to assist management in addressing challenges faced by the organisation.
In the monitoring step of the mission and vision statements development is analogous (related) to the controlling element of the framework. In this step, key milestones are identified and recognised over time. Using these milestones, progress is monitored and measured against the objectives of the organisation. Audit can be an important tool used during this step of the process, to confirm whether milestones are effectively monitored.
Answer: 40.7 years
Explanation:
You can use Excel to sold for this using the NPER function.
Rate = 10.2% / 12 months = 0.85%
Payment is $305 per month
Present value is $0
Future value is $2,200,000
Number of periods = 488.1979353
In years this is:
= 488.1979353 / 12
= 40.7 years
A direct investment, also known as a foreign direct investment occurs when a retail firm invest in and owns a retail operation in a foreign country.
There are many benefits to a foreign direct investment and that's why a lot of retail firms go this route. A few advantages are: larger growth opportunities, goods sold and serviced around the world, benefits the global economy and the investors.
Answer:
Beta of this portfolio = 0.9953
Explanation:
Given:
Investment in security A = $650 beta 1.2
Investment in security B = $450 beta 0.7
Find:
Beta of this portfolio
Computation:
Beta of this portfolio = [650 / (650+450)]1.2 + [450 / (650+450)]0.7
Beta of this portfolio = [650 / (1,100)]1.2 + [450 / (1,100)]0.7
Beta of this portfolio = 0.7090 + 0.2863
Beta of this portfolio = 0.9953
