Answer:
Limit access to private information by friending someone
Explanation:
When conducting recruitment of an individual employers sometimes do background checks on the person's social media information.
There however needs to be consideration of the person's privacy in doing this.
There should be use of only publicly available information, background check can be done by a third party that is not making hiring decision, and do not request username and password for social media platforms.
It is not best practice to befriend a person on social media in order to obtain their private information.
Your answer should be: "There is not enough information to answer." Hope I helped! :)
Answer:
Cash balance is $85,000
Explanation:
In determining the cash balance of the period, we must know how much is the inflow and outflow of the cash for the period and add it or deduct to the beginning balance. It is simply, beginning balance plus inflows less outflows. February is the first month of the operation of Schwenn Enterprises, that only means the possible beginning balance of the cash is the cash investment. So to further discuss it clearly, let’s do the computation.
Beginning balance on February $100,000
Add: inflow
Cash sales $20,000
Less: outflow
payment on expenses $35,000
CASH BALANCE AT FEBRUARY 28 $85,000
Answer:
The answer is: C) Consider his continued association with the client.
Explanation:
The American Institute of Certified Public Accountants (AICPA) issues a professional conduct code that regulates their affiliates' activities. According to AICPA's Responsibilities and Public Interest principles, Sam should not continue to work with this client. Sam cannot maintain a professional conduct if he accepts that his client doesn't correct his prior mistakes. If those prior errors persist, then his job will be negatively affected and then it will his responsibility. Accounting is not something static that begins and ends in one period, past records affect present and future records.
Answer: The correct answer is e). 3.67%
Explanation: An ordinary annuity is a series of payments made at the end of each period.
The formula for ordinary annuity is PV = PMT × ((1 - (1 + r) ^ -n)/ r)
Where; PMT = the periodic cash payment; r = the interest rate per period; n = the total number of periods and PV = present value.
Therefore; 3500000 = 250000×((1-(1+r)^-20)/r
This will give the rate as 3.67%
