In: Finance
Quantitative Problem 1: Beasley Industries'
sales are expected to increase from $5 million in 2015 to $6
million in 2016, or by 20%. Its assets totaled $3 million at the
end of 2015. Beasley is at full capacity, so its assets must grow
in proportion to projected sales. At the end of 2015, current
liabilities are $720,000, consisting of $170,000 of accounts
payable, $350,000 of notes payable, and $200,000 of accrued
liabilities. Its profit margin is forecasted to be 4%, and its
dividend payout ratio is 70%. Using the AFN equation, forecast the
additional funds Beasley will need for the coming year. Do not
round intermediate calculations. Round your answer to the nearest
dollar.
$
The AFN equation assumes that ratios remain constant. However, firms are not always operating at full capacity so adjustments need to be made to the existing asset forecast. Excess capacity adjustments are changes made to the existing asset forecast because the firm is not operating at full capacity. For example, a firm may not be at full capacity with respect to its fixed assets. First, the firm's management must find out the firm's full capacity sales as follows:
Next, management would calculate the firm's target fixed assets ratio as follows:
Finally, management would use the target fixed assets ratio with the projected sales to calculate the firm's required level of fixed assets as follows:
Required level of fixed assets = (Target fixed assets/Sales) × Projected sales
Quantitative Problem 2: Mitchell Manufacturing Company has $1,700,000,000 in sales and $360,000,000 in fixed assets. Currently, the company's fixed assets are operating at 75% of capacity.
Question 1. As Beasley Industries is already operating at full capacity, we do not have to calculate the full capacity of assets
Required Level of Fixed Assets = (Target fixed assets/Sales) × Projected sales = ($3 Million/$5 Million) * $6 Million = $3.6 Million
Question 2. Here as Mitchell Manufacturing Company is not operating at full capacity we will need to calculate the sales at full capacity:
a. Full Capacity Sales: Actual Sales/ Capacity at which fixed assets are operated
$1,700,000,000/75% = $2,266,666,666
b. Target fixed assets/Sales, ratio = Actual Fixed Assets/Full Capacity Sales
$360,000,000/$2,266,666,666 = 0.16
c. Sales increased by 50%
New Sales = $1,700,000,000*1.5 = $2,550,000,000
Target Fixed Assets/Sales = 0.16 (found in part b)
From above equation we can find Target Fixed Assets as we have sales and 0.16 ratio
Target Fixed Assets/$2,550,000,000 = 0.16
Target Fixed Assets = $2,550,000,000*0.16
Target Fixed Assets = 408,000,000