Answer:
a ) Probability of default of debt over the time to maturity is 12.92%
(b ) Expected loss: $39.53
(C ) Present value of expected loss is $45.59
Explanation:
a ) Probability of default of debt over the time to maturity is 12.92%
(b ) Expected loss: $39.53
(C ) Present value of expected loss is $45.59.
Values calculated as shown in my detailed step by step answer at the attachment.
please kindly refer to attachment.
Answer:
Journal entries to record the expenses incurred are given below.
Debit Factory Overhead Control Account $ 1300
Credit Utilities bills account $ 700
Credit Accumlated factory depreciation $ 400
Credit property tax payable $ 200
Journal entries to record the allocation of overhead at the predetermined rate of $1.50 per machine hour are given below.
Debit WiP process account $ 525
Credit Factory overhead applied account $ 525
(1.5 * 350 (machine hours))
Answer:
- 8,000: $30
- 13,000: $32.50
- 17,000: $42.50
Explanation:
<u>8,000</u>
This amount is below the quantity for which additional charges accrue. The base charge applies: $30.
<u>13,000</u>
This is 1000 gallons more than you get for $30, so costs an additional $2.50. The total water cost is ...
$30 +2.50 = $32.50
<u>17,000</u>
This is 5,000 gallons more than you get for $30, so costs an additional 5×$2.50 = $12.50. The total water cost is ...
$30 +12.50 = $42.50
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<em>Comment on the water charges</em>
$30 is the same as the cost of 12,000 gallons at $2.50 per thousand. So, the total bill can be figured at $2.50 per thousand, with a $30 minimum.
8 × $2.50 = $20, so the charge is the minimum, $30
13 × $2.50 = $32.50
17 × $2.50 = $42.50
Thank you for the points man ;)
Answer:
$3,799
Explanation:
The total bill amount is
Before that The computation of the fixed cost and the variable cost per minute by using high low method is computed
Variable cost per minute = (High bill cost - low bill cost) ÷ (High minutes - low minutes)
= ($4,500 - $2,630) ÷ (480 - 160)
= $1,870 ÷ 320
= $5.84
Now the fixed cost equal to
= High bill cost - (High minutes × Variable cost per minute)
= $4,500 - (480 × $5.84)
= $4,500 - $2,803
= $1,697
Now the total bill would be
= Fixed cost + expected minutes × variable cost per minutes
= $1,697 + 360 × $5.84
= $1,697 + $2,102
= $3,799