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A) Mountain Home Clinic has a pretty consistent business and produces an annual revenue of $8,000,000. Their carrying cost of accounts receivable is 9%. Their average collection period is 70 days. What is Mountain Home Clinic's annual carrying cost of capital?

b) Mountain Home Clinic is considering upgrading their computer systems to facilitate automated documentation and claims processing. It is anticipated this change can reduce the average collection period to 45 days. What would Mountain Home Clinic's annual carrying cost of accounts receivable be after this change?
c) Mountain Home Clinic estimates the proposed change would cost $55,000 every year for software, programming and additional IT support. Do you implement the change? Why or why not? Support your answer with (numerical) evidence for full credit.

1 Answer

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Final answer:

The current annual carrying cost of capital for Mountain Home Clinic is $138,082.19. Reducing the average collection period to 45 days would decrease the carrying cost to $88,767.12. However, the annual cost of the proposed system upgrade is $55,000, which exceeds the savings from the reduced carrying cost, therefore it would not be advisable to implement the change.

Step-by-step explanation:

To answer the questions related to Mountain Home Clinic, various calculations need to be performed.

a) Annual Carrying Cost of Capital

The annual carrying cost of capital can be calculated using the formula: Carrying Cost of Accounts Receivable = Average Accounts Receivable / Annual Revenue * Carrying Cost Rate.

The Average Accounts Receivable is found by: Annual Revenue / 365 days * Average Collection Period. For Mountain Home Clinic, which business and produces an annual revenue of $8,000,000:

  • Average Accounts Receivable = $8,000,000 / 365 * 70 = $1,534,246.58
  • Annual Carrying Cost of Capital = $1,534,246.58 * 9% = $138,082.19

b) Carrying Cost after Reducing Collection Period

After reducing the average collection period to 45 days, we calculate the new carrying cost:

  • New Average Accounts Receivable = $8,000,000 / 365 * 45 = $986,301.37
  • New Annual Carrying Cost of Capital = $986,301.37 * 9% = $88,767.12

c) Decision on Implementing the Change

The annual cost of the new system is $55,000. Comparing this with the savings from reducing the carrying cost:

  • Annual Savings = Old Carrying Cost - New Carrying Cost = $138,082.19 - $88,767.12 = $49,315.07
  • Since the savings of $49,315.07 is less than the annual cost of the system upgrade ($55,000), it would not be financially prudent to implement the change.
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