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Which method of re-distribution considers interdepartmental services in distributing the expenses of service departments?
  • a)
    Direct distribution method
  • b)
    Step method
  • c)
    Reciprocal service method
  • d)
    Repeated distribution method
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Which method of re-distribution considers interdepartmental services i...
Reciprocal Service Method:
The reciprocal service method is the method of re-distribution that considers interdepartmental services in distributing the expenses of service departments. This method takes into account the services rendered by one service department to another and allocates costs accordingly.

Key Points:
- In this method, each service department's costs are allocated to other service departments and then reciprocated back to the original department.
- The process involves multiple iterations to accurately distribute costs based on the services provided and received.
- The reciprocal service method is more complex than other methods but provides a more accurate reflection of the actual costs incurred by each department.
Using the reciprocal service method ensures that the costs of providing and receiving services within an organization are properly accounted for, leading to a more accurate allocation of expenses among departments.
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Community Answer
Which method of re-distribution considers interdepartmental services i...
The reciprocal service method of re-distribution considers interdepartmental services in distributing the expenses of service departments. This method acknowledges that service departments may render services to each other and accounts for these interdepartmental services in the distribution. Therefore, the correct answer is option C.
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Which method of re-distribution considers interdepartmental services in distributing the expenses of service departments?a)Direct distribution methodb)Step methodc)Reciprocal service methodd)Repeated distribution methodCorrect answer is option 'C'. Can you explain this answer?
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