The approximate size of the initial population of the rats five years before is 89. With average of 1.4 growth rate per year, it accumulated to 478 rats over the 5 years time.
The Americans with Disability Act of 1990 (ADA) is a federal civil rights law that prohibits discrimination against individuals with disability in every day activities, including medical services. ... These statutes require medical care providers to make their services available in an accessible manner.
Answer:
Debit to Salaries Expense $2,700; Credit to Salaries Payable $2,700
Explanation:
In accounting, we have to recognize all expenses even though we haven't paid it yet. This is one of those instances.
The employees have worked for 3 days at the end of January but will not receive their payment on that day. That equates to $2,700 of salaries accrued at the end of January.
Accrued Expenses are recorded as payables, in this problem it's "Salaries Payable".
So to complete the adjusting journal entry:
(Debit) Salaries Expense $2,700
(Credit) Salaries Payable $2,700
Answer: A. <em>New laws and regulations from the Affordable Care Act (ACA) to cut costs and improve indicators of quality and staffing challenges.</em>
Explanation: The modern and recent trends and legislation which dwell more on preventive medicine and make medical care available and affordable to the everyone will help to improve the overall well being of people.
ACA (AFFORDABLE CARE ACT) which people also call the ''Obama care'' was founded in the year 2010, through a Bill passed by 111th Congress of the United States is aimed that helping to subsidize health care and make it affordable to the poor.
Answer:
Addison will have $ 1,661 in her account in nine years.
Explanation:
This problem requires us to calculate value of our investment of $ 1000 dollars after nine years. The interest on the investment is 5.8% compounded annually.
This problem can be solved by using simple compounding formula given below.
Future Value = Present Value (1+interest rate%)^-period
Future Value = 1,000 (1+5.8)^9
Future = $ 1,661