Answer:
$450,000
Explanation:
Given that,
Direct Labor = $200,000;
Direct Materials = $150,000;
Manufacturing Overhead Costs = $250,000
Therefore, the total amount of conversion cost is the sum total of direct labor cost and manufacturing overhead cost.
Total amount of BG, Inc's conversion costs:
= Direct Labor cost + Manufacturing Overhead Costs
= $200,000 + $250,000
= $450,000
The free market economy is the one where the buyers & sellers should freely select to buy or make.
The following information related to the free market economy is:
- It should depend upon the supply & demand having no government interference.
- In this, the buyers & sellers have the right to select for making or buying whatever they want.
Therefore we can conclude that the free market economy is the one where the buyers & sellers should freely select to buy or make.
Learn more about the economy here: brainly.com/question/11905095
Answer:
answer is b) False
Explanation:
given data
contribution margin = $10
selling price = $25
total fixed costs = $500
break-even point = 100 units
solution
we get here Break even point that is
Break even point = 
...........1
Break even point = 
Break even point = 50 units
but we have given break-even point is 100 units
so answer is b) False
Answer:
b. manufacturing overhead costs.
Explanation:
Manufacturing overhead cost refers to all costs associated with production apart from direct labor or direct materials. They are the indirect costs incurred during the manufacturing process. Manufacturing overhead costs are the production costs that can not be traced directly to the produced items.
Examples of manufacturing overhead costs include depreciation, repairs and maintenance, insurance, and heating costs. Some aspects of the costs, such as depreciation, insurance, rents for the manufacturing space, are fixed costs. They do not vary with production. Other elements of manufacturing costs, such as power, repairs, and utilities, are variable costs.
Answer: $88289.8
Explanation:
Here's the complete question:
As part of her retirement planning, Mrs. Campbell purchases an annuity that pays 9.5% compounded quarterly. If the quarterly payment is $3,500, how much will Mrs. Campbell have saved in 5 years?
The future value of an annuity will be calculated using the formula:
= A((1+r)^n)-1)/r
Where,
A = the annuity payment = 3500
r = the interest rate = 9.5% compounded quarterly = 9.5% / 4 = 0.095 / 4 = 0.2375
n = the number of time periods = 4 × 5 = 20
We then substitute the values and we will get:
= A((1+r)^n)-1)/r
= 3000 × (1.02375^20-1) / 0.02375
= $88289.8
