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.
Answer:
1. 3 years and 9 months
2. $16,439,325
3. 20.33 %
Explanation:
The Summary of the Cash Flows for this project will be as follows :
Year 0 - $7,125,000
Year 1 $1,875,000
Year 2 $1,875,000
Year 3 $1,875,000
Year 4 $1,875,000
Year 5 $1,875,000
Year 6 $1,875,000
Year 7 $1,875,000
Year 8 $1,875,000
Payback Period
$7,125,000 = Year 1 ($1,875,000) + Year 1 ($1,875,000) + Year 1 ($1,875,000) + $1,500,000 / $1,875,000
= 3 years and 9 months
Net Present Value (NPV)
Calculation using a financial calculator :
- $7,125,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
I/YR 12%
Shift NPV $16,439,325
Internal Rate of Return (IRR)
Calculation using a financial calculator :
- $7,125,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
$1,875,000 CFj
Shift IRR 20.33 %
Answer:
a
Explanation:
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