Answer:
Given:
12% bonds have a face value of $35,000,000
Bonds sold for $37,702,483 based on the market interest rate of 10%.
∴
The interest expense on July 1 can be computed as
Interest expense = Bonds sold × Effective market interest rate (
= 5%)
= $37,702,483 × .05 (1/2 of the effective interest rate)
= $1,885,124
⇒ The interest expense on July 1 is $1,885,124
The owner’s return on investment is $4,583,000
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$550,000 ÷ 0.12 = $4,583,000
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Answer:
Effectiveness = 0.75
Explanation:
Availability time for a each day = 10 hr = 600 minutes
Total time for fabricating is given as 90 minutes'
Total time to set up one part 10 minutes
Total parts made in each single day 5
Percentage of defective part 10%
Total production time for a single part = setup time + fabricated time
= 10+ 90 = 100 min
Production time for 5 part =5 × 100 = 500 minutes
Total number of defective parts = 10% of 5 = 0.5 parts
Time to replaced defective = 0.5 × 100 = 50 min
Value added time = 500 - 50 = 450 min
Effectiveness is given as
Effectiveness 
Effectiveness 
Answer:
the actuarial rate is $599.44
Explanation:
The computation of the actuarial rate is given below:
= $53000 × 1.13% × (1+1.13%)^468) ÷ ((1 + 1.13%)^468 - 1)
= $599.44
The 1.13% comes from
= 13.50% ÷ 12
= 1.13%
And, the 468 comes from
= 39 × 12
= 468
Therefore the actuarial rate is $599.44
The same is to be relevant