The capital projects fund account for the 10 percent retainage as (B) II only.
<h3>
What is retainage?</h3>
- Retainage is a percentage of the agreed-upon contract price withheld until the work is substantially completed to ensure that the contractor or subcontractor will fulfill its responsibilities and complete a construction project.
- Retention is money kept back by one party in a contract as security for unfinished or defective work.
- Assume the contract is worth $20,000 and you're submitting a paid app after finishing 25% of the work.
- So you earned $5,000 during the pay period, but retainage is 5%. The current progress payment has been reduced by $250.
- As a result, the "Amount Due for this Request" will be $4,750.
So, in the given situation the capital projects fund account for the 10 percent retainage as (II) the credit for $400,000 to Contracts Payable-Retained Percentage, that is (B) II only.
Therefore, the capital projects fund account for the 10 percent retainage as (B) II only.
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The correct question is given below:
The capital projects fund of Hood River completed the construction of an addition to its city hall at a cost of $4,000,000. The city council approved payment of the amount due to the general contractor, less a 10 percent retainage. How should the capital projects fund account for the 10 percent retainage?
I. As a credit of $400,000 to Deferred Revenue-Retained Percentage
II. As the credit for $400,000 to Contracts Payable-Retained Percentage.
A. I only
B. II only
C. Either I or II
D. Neither I nor II
Answer:
Accuracy
Explanation:
Sandra as a production manager is responsible to make a list of material received from the supplier. For an accurate list, it is important that the supplier must provide her with the detail of every inventory they provided along with the recipes. In the previews month, the supplier provided an erroneous list which leaked detail and in this case, her report cannot be considered authenticate or reliable because it lacked accuracy.
Answer:
40 students
Explanation:
The cost of the bus is $480
For x students, the cost of each ticket will be 35 - 0.30x
The total cost of the tickets for x students will be x(35 - 0.30x)
To find the number of students that will make the cost per student equal to $33, we solve for x:
<u>480+ x(35 - 0.30x)</u> =35
x
480+ x(35 - 0.30x<u>)</u> = 35x
480 + 35x - 0.30x² = 35x
480 = 0.30x²
1,600 = x²
40 = x
The cost per student will be $35 if the number of students is 40; it will be less than $35 if the number of students is greater than 40.
Explanation:
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Answer:
(a) Last year taxation is paid through the current year provision
