Ryan's Sparkling Jewels estimated its payroll for the coming year to be $84,000. Its workers' compensation insurance premium rate of 0.6% is paid at the beginning of each quarter required: Calculate the estimated cost of workers' compensation insurance for the year.
Answer:
$504 per year
$126 per quarter
Explanation:
workers' compensation insurance = payroll x insurance rate.
$84,000 x 0.6%
$84,000 x 0.006 = $504 per year
$504 ÷ 4 = $126 per quarter
Answer:
The correct answer is a) Constructive resistance.
Explanation:
Constructive Resistance is the ability of structural elements to withstand the efforts to which they are subjected without breaking. It depends on many factors among which the material used, its geometry and the type of union between the elements stand out.
Answer:
$68,600
Explanation:
An predetermined overhead of $70,000 was estimated for an activity of 2,500 hours. The actual overhead assigned to the products is given by multiplying the fraction of the total 2,500 hours of activity utilized by the products by the predetermined overhead:
The total amount of overhead assigned to the products is $68,600.
Answer:
Assume that you are a new analyst hired to evaluate the capital budgeting projects of the company which is considering investing in two CPEC projects, “Expansion Zone North” and “Expansion Zone East”. The initial cost of each project is Rs. 10,000. Company discount all projects based on WACC. Further, all the projects are equally risky projects and the company uses only debt and common equity for financing these projects. It can borrow unlimited amounts at an interest rate of rd 10% as long as it finances at its target capital structure, which calls for 50% debt and 50% common equity. The dividend for next period is $2.0, its expected that they will grow at the constant growth rate of 8%, and the company’s common stock sells for $20. The tax rate is 50%.
Answer and Explanation:
The preparation of the factory overhead budget for August month is shown below:
Total budgeted direct labor $286,000
(5,500 × 4 hours × $13)
variable factory overhead 70%
Budgeted overhead $200,200 ($286,000 × 70%)
Add: Fixed overhead $179,000
Budgeted total factory overhead $379,200
Hence, the budgeted total factory overhead is $379,200
