Answer:
The best allocation base for assembling activities costs are the number of parts actually assembled.
Since the number of parts is not an option int his question, the second best allocation base for the assembling process is A) direct labor hours.
If the process is highly automated, then the second best allocation base would be machine hours, but that isn't an option either.
Answer:
Beginning Raw material Inventory = Direct materials used - Raw Materials purchases + Ending raw materials inventory
= 188,420 - 159,120 + 22,610
= $51,910
Total cost of work in process = Cost of goods manufactured + Work in process (12/31)
= 544,240 + 83,230
= $627,470
Total Manufacturing costs = Total cost of work in process - Work in process (1/1)
= 627,470 - 220,940
= $406,530
Direct labor = Total Manufacturing costs - Total overhead - Direct materials used
= 406,530 - 139,320 - 188,420
= $78,790
Answer:
1. estimate the quantity of raw materials to be purchased.
2. ending raw materials inventory for the last period.
Explanation:
A budget is a financial plan used for the estimation of revenue and expenditures of an individual, organization or government for a specified period of time, often one year. Budgets are usually compiled, analyzed and re-evaluated on periodic basis.
The first step of the budgeting process is to prepare a list of each type of income and expense that will be part of the budget.
The final step by the management of an organization in the financial decision making process is making necessary adjustments to the budget.
The benefits of having a budget is that it aids in setting goals, earmarking revenues and resources, measuring outcomes and planning against contingencies.
1. The purpose of preparing a direct materials budget is to estimate the quantity of raw materials to be purchased. This includes the raw materials that would be used for the manufacturing of finished goods.
2. In a direct materials budget, the desired ending raw materials inventory for the year is equal to the ending raw materials inventory for the last period.
Based on the amount saved monthly and the simple interest earned in 3 years, the amount in savings would be<u> $1,055.10.</u>
The amount saved for the year would be:
= 83.42 x 12 months
= $1,001.04
If this amount was saved at simple interest at 1.8% per year, the amount in 3 years would be:
<em>= Amount + ( Amount x rate x number of years)</em>
= 1,001.04 + (1,001.04 x 1.8% x 3)
= $1,055.10
In conclusion, the account would have $1,055.10
<em>Find out more on simple interest at brainly.com/question/2294792. </em>
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