Lapping is best described as the process of <u>B. applying </u><u>cash receipts</u> to a different customer's account in an attempt to conceal previous thefts of cash receipts.
<h3>What is Lapping?</h3>
Lapping is an employee stealing scheme revolving around the application of cash receipts.
Lapping can be traced by tracing the application of cash receipts to customers' accounts.
Routine application of cash receipts to wrong customer accounts proves evidence of a lapping scheme.
Thus, Lapping is best described as the process of <u>B. applying </u><u>cash receipts</u> to a different customer's account in an attempt to conceal previous thefts of cash receipts.
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Answer:
Total PV= $46,728.79
Explanation:
Giving the following information:
Cash flow:
Cf1= $8,000
Cf4= $16,000
Cf8= $20,000
Cf10= $25,000
Discount rate= 6%
To calculate the present value, we need to use the following formula on each cash flow:
PV= FV/(1+i)^n
Cf1= 8,000/(1.06^1)= 7,547.17
Cf4= 16,000/(1.06^4)= 12,673.50
Cf8= 20,000/(1.06^8)= 12,548.25
Cf10= 25,000/(1.06^10)= 13,959.87
Total PV= $46,728.79
Answer:
D.
Explanation:
A rent ceiling is a government regulation that makes it illegal to charge a rent higher than a specified level. Meaning that the landlord of a building cannot charge a rent amount higher than the maximum price set forth by the rent ceiling. Landlords that violate this law are usually fined by the government as a consequence.
Answer:
The effective annual rate is 5.57%
Explanation:
The interest rate that is actually earned or paid on investment or loan including the compounding effect over a given period of time. It is also known as rate.
Effective interest rate = [ ( 1 + r/m )^m ] - 1
Effective interest rate = [ ( 1 + 5.42%/12 )^12 ] - 1
Effective interest rate = [ ( 1 + 0.0542/12 )^12 ] - 1
Effective interest rate = 0.055567 x 100
Effective interest rate = 5.5667% = 5.57%
Answer:
No of hours worked = 44 hours
Pay per hour = $9.80
Pay for overtime = 9.80/2 = $4.60
Overtime hours = 4
Total Pay = (40 × 9.8) + (4 × 4.6)
= 392 + 18.4 = $ 410.4
Gross pay = $392