Answer:
1)
![\left[\begin{array}{cccccc}$department&$salaries&OASDI&HI&SUTA&FUTA\\$office&22,760&1,411.12&341.4&280&42\\$sales&65,840&4,082.08&987.6&280&42\\\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcccccc%7D%24department%26%24salaries%26OASDI%26HI%26SUTA%26FUTA%5C%5C%24office%2622%2C760%261%2C411.12%26341.4%26280%2642%5C%5C%24sales%2665%2C840%264%2C082.08%26987.6%26280%2642%5C%5C%5Cend%7Barray%7D%5Cright%5D)
2) payroll expense entries:
payroll expense 2063.14
Medicare payable 330.02
Social Security payable 1411.12
SUTA 280
FUTA 42
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payroll expense 5358.76
Medicare payable 954.68
Social Security payable 4082.08
SUTA 280
FUTA 42
Explanation:
We apply for each department the tax rate. Notice SUTA and FUTA have a ceilling of 7,000 so we do not apply the rate to the whole amoung but, for the 7,000 ceiling.
Answer:
Total factory overhead to be charged to each unit of Hooks is $33
Explanation:
Sum of all Activity Cost = Total Factory Overhead
Calculate the total factory overhead to be charged to each unit of Hooks
Activity rate = Budgeted amount / Total of each activity base
∴ Activity Rate
For Setups = 60,000 / 20,000 = 3 per setup
For Inspections = 120,000 / 24,000 = 5 per inspections
For Assembly = 420,000 / 28,000 = 15 per dlh
Activity Cost = Activity base for each unit * Activity rate
∴ Activity Cost
For Setups = 1 x 3 = $3
For Inspections = 3 x 5 = $15
For Assembly = 1 x 15 = $15
Recall that;
Sum of all Activity Cost is the Total Factory Overhead
= $3 + $15 + $15
= $33
Solution , explanatory , inquiring
Answer:
D. $57,500
Explanation:
Gross income = sales - (goods returned + cost of goods sold) = $78,000 - ($1,500 + $19,000) = $78,000 - $20,500 = $57,500
Answer:
The correct answer is c) Common Terminology
Explanation:
NIMS establishes a common terminology to work cooperatively with other organizations in some emergency scenarios, this is used to avoid confusion.
The common terminology usually is implemented in Organizational Functions (named by standard names), Resource Descriptions (named by capabilities) and Incident Facilities (common terms for clarity in an incident)
