Answer:
Omar's plan of retaining earnings can work depending on the liquidity preference of the shareholders.
If the shareholders have interest in short-term liquidity benefit (i.e. dividend), then his plans might be frustrated and vice versa.
Answer:
Fabiola pays 27.0963 dollars for 8.79877 gallons of fuel.
Step-by-step explanation:
We are given that,
Fabiola pays 357 pesos for 40 liters of fuel.
It is required to convert the amount in dollars.
Since, we know that,
1 peso = 0.0759 dollars
So, 357 pesos = 0.0759 × 357 = 27.0963 dollars
Moreover,
1 liter = 0.219969 gallons
So, 40 liters = 0.219969 × 40 = 8.79877 gallons
Thus, we get that,
Fabiola pays 27.0963 dollars for 8.79877 gallons of fuel.
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.
Learn more about lapping schemes at brainly.com/question/14846195
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Answer:
1.30%
15.60%
16.77%
Explanation:
The monthly return is the amount payable monthly divided by the current price of the investment vehicle.
monthly return=$1500/$115,000=1.30%
Annual percentage return=monthly return*12=1.30%
*12=15.60%
Effective annual return=(1+1.30%)^12-1
EAR=1.167651776
-1
EAR=16.77%
Answer:
Total standard cost = $103.7
Explanation:
<em>Standard cost is the sum of the standard material cost , standard labour cost and standard overhead</em>
Overhead = OAR × direct labour hour
= $16 × (0.30×$19.00)= 91.2
Standard cost = (34.0×$0.20) + (0.30×$19.00) + 91.2
= $103.7
Standard cost = $103.7