Question

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Aggressive versus conservative seasonal funding strategy Dynabase Tool has forecast its total funds requirements for the...

Aggressive versus conservative seasonal funding strategy Dynabase Tool has forecast its total funds requirements for the coming year as shown in the following table.

Month Amount Month Amount
January $2,000,000 July $12,000,000
February   2,000,000 August    14,000,000
March   2,000,000 September       9,000,000
April   4,000,000 October       5,000,000
May   6,000,000 November       4,000,000
June   9,000,000 December       3,000,000
  1. Divide the firm’s monthly funds requirement into (1) a permanent component and (2) a seasonal component, and find the monthly average for each of these components.

  2. Describe the amount of long-term and short-term financing used to meet the total funds requirement under (1) an aggressive funding strategy and (2) a conservative funding strategy. Assume that, under the aggressive strategy, long-term funds finance permanent needs and short-term funds are used to finance seasonal needs.

  3. Assuming that short-term funds cost 5% annually and that the cost of long-term funds is 10% annually, use the averages found in part a to calculate the total cost of each of the strategies described in part b. Assume that the firm can earn 3% on any excess cash balances.

  4. Discuss the profitability–risk tradeoffs associated with the aggressive strategy and those associated with the conservative strategy.

Solutions

Expert Solution

a. Average Permanent Component = $2000000

Average Seasonal Component = Total Seasonal Requirement / 12 = $48000000/12 = $4000000

b. Aggressive funding strategy, the company will borrow permanent requirement at long term rate and seasonal requirement of $1000000 to $12000000 on short term rate

conservative funding strategy the would borrow the peak level of total funds requirement at long term rate

c. Aggressive = Permanent Requirement * 10% + Average Seasonal requirement * 5%

Aggressive = 2000000 * 10% + 4000000 * 5%

Aggressive Strategy = $400000

Conservative Strategy = Peak Level * 10% = $14000000 * 10% = $1400000

d. Aggressive strategy looks more attractive when compared with conservative strategy on financing costs. as the aggressive strategy saves a lot in terms of finance costs but it will be associated with higher risks.

Aggressive - High Risk - High Cost Saving

Conservative - Low Risk - Low Cost saving


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