Answer:
Lapping scheme
Explanation:
Lapping scheme -
It is a fraud practice , which involves the alteration of the accounts received to hide or cover the stolen payments .
This method involve taking the subsequent receivable payments and using them to cover the theft .
<u>And the next receivable is only applied when the previous is unpaid receivable .</u>
Answer:
MATCHED
Explanation:
TOOK THE TEST
"Expenses should be matched with revenues. A deferred expense or prepayment, prepaid expense, is an asset representing cash paid out to a counterpart for goods or services to be received in a later accounting period."
Answer:
a. 56%
b. 62%
Explanation:
a. Janitorial costs are allocated based on square feet.
Assembly Department Square feet = 42,560
Total area for both departments = 42,560 + 33,440 = $76,000
Percentage of costs
= 42,560/ 76,000
= 56%
b. Security costs are allocated based on asset value.
Cutting Department Asset Value = $126,480
Total asset value for both departments = 77,520 + 126,480 = $204,000
Percentage of costs
= 126,480/ 204,000
= 62%
Answer:
The per-unit value of ending inventory on August 31= $15.42
Explanation:
<em>The weighted average method of inventory determines the average cost per unit of inventory each time a new batch is received The explanation is completed using the table below with notes underneath</em>
The
Date Narration Qty Unit cost($) Total cost
Aug 2 Purchase 10 12 120
Aug 18 Purchase 15 15 <u>225
</u>
25 13.8 * 345
Aug 29 <u> ( 20)</u> 13.8 <u>(276
)</u>
5 69
Aug 31 <u>14</u> 16 <u> 224
</u>
Aug 31 19 15.42 ** 293
Notes
*The average cost of 13.8 is the division of 345 by 25.
**The average cost of $15.42 is the division of 293 by 19
The per-unit value of ending inventory on August 31= $15.42
Expected value of the purchase of a ticket would be $3.00.
<u>Explanation</u>:
Given,
Raffle ticket costs = $5.00.
The prize = $200.
One hundred tickets are sold = 100 × 5
= $500.00
champ is drawn and given the prize of worth $200.
$500 - $200 = $300
So the normal estimation of the bought ticket = $3.00
The expected estimation of the acquisition of a ticket would be $3.00.
