Answer:
$331,500
Explanation:
The computation of the ending balance of the pension benefit obligation is shown below:
= Opening balance of PBO + service cost + interest cost - pension benefits
= $265,000 + $80,000 + $26,500 - $40,000
= $331,500
The computation of the interest cost is shown below:
= Opening balance of PBO × discount rate
= $265,000 × 10%
= $26,500
The increased value of the plan assets would be ignored.
-$264,000
Explanation:
Below is a summary of the net cash flows from investing operations for the year.
flow of money from investments
Equipment purchase: $260,000
$87,000 was earned from the sale of equipment.
Land purchase: $91,000
-$264,000 in net cash flow was utilised for investing activities.
Sales are a cash inflow, so they would be added, whereas the purchase is a cash outflow, so it would be reflected as a minus sign.
To learn more about cash flows from the given link.
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Answer:
job 429 -WIP 3040 debit
job 430 -WIP 4020 debit
job 431 -WIP 4740 debit
factory overhead 900 debit
raw materials 12,700 credit
--to record materials requisions--
job 429 -WIP 2,300 debit
job 430 -WIP 3,400 debit
job 431 -WIP 7,900 debit
factory overhead 1,310 debit
wages payables 14,910 credit
--to record wages tickets--
job 429 -WIP 1,426 debit
job 430 -WIP 2,046 debit
job 431 -WIP 4,898 debit
factory overhead 8,370 credit
--to record applied overhead--
Explanation:
job 429 -WIP: 2300 x 62% = 1,426
job 430 -WIP: 3400 x 62% = 2,046
job 431 -WIP: 7900 x 62% = 4,898
total overhead: 8,370
Answer:
The correct answer is option (B).
Explanation:
According to the scenario, the given data are as follows:
Bond carrying value = $1,470,226
Rate of interest = 8%
Rate of interest (Semiannual ) = 4%
So, we can calculate the the bond interest expense on the first interest payment by using following formula:
The bond interest expense = Bond carrying value × rate of interest (semiannual)
By putting the value we get
= $1,470,226 × 4%
= $58,809
