Answer:
D
The throughput time of the system is 35
Explanation:
When we talk of the throughput time of a system, we are referring to the total time utilized from the start of the job to the end
So to calculate the throughput time of this system, we simply need to add all the hours of work together (proceeds time)
That would be; 5 + 9 + 4 + 9 + 8 = 35
Answer:
balance in bills receivables account = $364000
Explanation:
given data
write off = $32000
balance in accounts receivable = $400000
balance in allowance account = $36000
to find out
net realizable value of accounts receivable
solution
we first find credit balance in allowance that is
credit balance in allowance = $36000 - $32000
credit balance in allowance = $4000
and
so here balance in bills receivables account is
balance in bills receivables account = ( $400000 - $32000 ) - ( $36000 - $32000 )
balance in bills receivables account = $368000 - $4000
balance in bills receivables account = $364000
Answer:
The balance of uncollectible accounts after the adjustment will be $15,000
Explanation:
On December 31, the balance of the accounts receivable is $300,000 and on same data it is suggested that the 5% of the account receivable will be not be collected.
So, the balance of the uncollectible accounts will be computed as:
Uncollectible accounts = Account receivable balance × % which will not collected
where
Account receivable balance is $300,000
% which will not be collected is 5%
Putting the values above:
= $300,000 × 5%
= $15,000
NOTE: The allowance for uncollectible accounts of $1,000, already credited, so will not be considered again.
Answer:
1. Current bonds price = $81.86.
2. Yield to maturity = 22.16%.
3. 3. Expected Return = 7.5%.
Explanation:
Required Rate = Rf + beta*MRP
= 5% + 0.25*(15% - 5%)
= 5% +0.25*10%
= 5% + 2.5% = 7.5%
Required Rate = 7.5%
Expected Future Value = 70% x $100 + 30% x $60
= (0.7*$100) + (0.3*$60)
= $(70+18) = $88
Expected Future Value = $88
1. Current bonds price = 88/1.075 = $81.86
2. Yield to maturity = 100/81.86 - 1 = 1.22159785-1 = 0.22159785 = 22.159785% = 22.16%
3. Expected Return = 7.5%
