A company is said to have a high turn over rate when it sacks old employees and hire new employees on a regular basis. Scott may want to change his approach to human resource management because, high turn overate is bad for the health of a company for the following reasons:
1. Reduction in overall efficiency of the company.
2. High cost of recruitment of new staff.
3. High cost of settlement for sacked employees.
4. It leads to lowered employees' productivity.
5. It negatively impacts the brand of the company.<span />
Answer:
a.
Cash $4,500 (debit)
Deferred Revenue $4,500 (credit)
b.
Prepaid Advertising $2,700 (debit)
Cash $2,700 (credit)
c.
Salaries Expense $8,000 (debit)
Salaries Accrued $8,000 (credit)
d.
J1
Cash $70,000 (debit)
Note Payable $70,000 (credit)
J2
Interest Expense $2,100 (debit)
Note Payable $2,100 (credit)
Explanation:
a.
Recognize Cash and Deferred Revenue
b.
Recognize Asset - Prepaid Advertising and De-recognize Cash
c.
Recognize Salaries Expense and Recognize Salaries Accrued Liability
d.
J1
Recognize Cash Asset and Recognize Liability - Note Payable
J2
Recognize Interest income accrued on the Note Payable during September to December.
Answer:
The correct option is b.
Explanation:
Telephone as the fastest approach would be using a telephone. This mode is the fastest mode of communication for Raj to communicate with his team immediately.
Answer:
$12,500
Explanation:
Bonus = 10% x ($200,000 - taxes)
Bonus = $20,000 - 0.1T
So we must now find T:
T = 40% x ($200,000 - Bonus)
T = $80,000 - 0.4Bonus
now we can replace:
Bonus = $20,000 - 0.1($80,000 - 0.4Bonus)
Bonus = $20,000 - $8,000 + 0.04Bonus
Bonus - 0.04Bonus = $12,000
0.96Bonus = $12,000
Bonus = $12,000 / 0.96 = $12,500
Answer: 7.12%
Explanation:
Effective Annual Interest rate is the nominal interest rate adjusted for the number of compounding periods a financial product will experience in a period of time.
To calculate the Effective Annual Rate one can use the following formula,
Effective Rate of Interest = (1+r/m)^m - 1
where r is the rate and
M is the no of compounding periods per year which in this case would be 2 because the payments are semi annual
Plugging in figures would give us,
Effective Rate of Interest = (1+0.07/2)^2 - 1
=0.0712
= 7.12%
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