Answer:
The amount to be received onthe coupon date is $154000.
The amount to be received at bonds maturity is $4154000.
Explanation:
amount received on the next coupon date = 4000*$1000*7.7%*6/12
= $154000
amount to receive when the bonds mature = face value + interest
= 4000*$1000 + $154000
= $4,000,000 + $154000
= $4154000
Therefore, the amount to be received onthe coupon date is $154000 and the amount to be received at bonds maturity is $4154000.
Answer: $8,600
Explanation:
Implicit cost is also known as the opportunity cost which means that it is the benefit of the next best alternative that was foregone when the current decision was made.
The implicit cost here is therefore:
The $8,000 that Charles could have been making as a lifeguard.
The interest per year he could have been earning on the $5,000 he used to buy mowing equipment.
The depreciation on the mowing equipment because depreciation is not an explicit cost but an implicit one.
= 8,000 + (2% * 5,000) + (10% * 5,000)
= 8,000 + 100 + 500
= $8,600
Answer: Nothing
Explanation:
From the question, we are informed that Z chooses a life income with 10 year period certain settlement option for the annuity Z owns and that Z dies after 15 years of receiving income benefit payments. Based on the above situation, Z's beneficiary receive will receive nothing.
This is because Z has already gotten the income benefits payment since it's for a 10 year period
A. captive-product pricing
Gillette charges a fairly low price for their razors (relative to costs) and a high price for razor blades. they are using a strategy of __________ pricing.
Answer:
(C) $745
Explanation:
The computation is given below:
For computing the bad debt expense, first we have to determine the ending account receivable balance which is shown below:
Ending account receivable balance = Beginning account receivable + credit sales - collections -
written off amount
= $20,000 + $70,000 - $74,700 - $400
= $15,300
So, the bad debt expense is
= Ending account receivable × given percentage
= $15,300 × 5%
= $745
