Answer:
The correct answer is letter "B": Risk profile; Enterprise Risk Management.
Explanation:
One of the many good practices for Information Governance (IG) relies on developing a risk profile in Enterprise Risk Management to safeguard data. The risk profile should include the likelihood of threats, its impact and how the risk could be mitigated after it takes place. Risks profiles can be created in multiple ways in multiple frequencies.
According to the historical and information record, the <u>Fair Labor Standards Act of 1938</u> established a minimum wage and overtime pay for employees working more than 40 hours a week.
<u>Fair Labor Standards Act of 1938</u> was made to improve the working conditions of employees and also protect their rights against exploring employers.
The <u>Fair Labor Standards Act of 1938</u> established standards on minimum wage, working hours, and oppressive child labor.
Hence, in this case, it is concluded that the correct answer is the "<u>Fair Labor Standards Act of 1938."</u>
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Answer:
1/Oct : Cash (Dr.) $8,660
Accounts Receivable (Cr.) $8,660
10/Oct : Equipment & Supplies (Dr.) $9,660
Notes Payable (Cr.) $9,660
20/Oct : Accounts Receivable (Dr.) $2,640
Service Revenue (Cr.) $2,640
Explanation:
Debits $16,960
Cash 6,600
Accounts Receivable 1,840
Supplies 1,840
Equipment 4,660
Dividend 2,020
Credits : $16960
Accounts Payable 4,660
Notes Payable 9,660
Service Revenue 2,640
Answer:
The lump sum payment = $23,585.49
Explanation:
The winning lottery is an example of an advanced annuity. <em>An advanced annuity is a series of cash flows that occurs for a certain number of years with the first cash flow occurring now.</em>
The first cash flow is represents one out of the five, so the balance is a four-year annuity.
So we can work out the present value of the annuity for the last four years as follows:
PV = (1 - (1+r)^(-n)/r ) × Annual cash flow
r = 3%=0.03, n = 4, Annual cash flow = 5000
PV = (1- ((1+0.03)^(-4))/0.03) × 5,000
= 3.7170 × 5,000
=$ 18,585.49
The lump sum payment = PV of the first payment + PV of the four year annuity
The lump sum payment = $5000 + $ 18,585.49
= $23,585.49