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Chapter 16. Management of Short-term Assets. Preliminary Definitions. Working capital: Current (short-term) assets Net working capital: Current assets minus current liabilities Working capital policy: Management of current assets and current liabilities. The Operating Cycle.
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Chapter 16 Management of Short-term Assets
Preliminary Definitions • Working capital: Current (short-term) assets • Net working capital: Current assets minus current liabilities • Working capital policy: Management of current assets and current liabilities
The Operating Cycle • Time it takes to produce output, sell it, and collect payment • Timing of payments • Varies among industries • Affects the need for short-term finance
Financing and Working Capital Policy • Matching sources and uses of funds • Basic principle: do not use short-term sources to finance long-term assets • Cost structure of funds: • Long-term sources tend to be more expensive than short-term source
Aggressive Working Capital Policy • Use of more short-term sources • Increases profitability • Increases risk • But also increases the need to roll over or refinance short-term debt
Inventory Cycle • Inventory is • acquired • drawn down to some level • replenished • and the cycle is repeated • The safety stock
The Inventory Cycle $ B A T1 T2 Time
The Economic Order Quantity (EOQ) • Ordering costs versus carrying costs • Fewer orders reduce ordering costs but increases carrying costs
The Economic Order Quantity (EOQ) • The EOQ minimizes the sum of • Ordering costs (e.g., shipping and processing costs) plus • Carrying costs (e.g., warehouse expense, insurance, and interest expense)
The Economic Order Quantity (EOQ) • EOQ = (2SF/C).5 • EOQ = ((2 x 10,000 x $50)/$10).5 = 316
The Economic Order Quantity (EOQ) $ Costs A Total Costs E F Total Carrying Costs D $3,180 Total Ordering Costs B C 316 Order Size
The Inventory Cycle Combined with the EOQ Units of Inventory 366 Level of Inventory Safety Stock 50 0 5 10 15 Days
The Inventory Cycle Combined with the EOQ • Maximum inventory: EOQ plus the safety stock • Minimum inventory: Safety stock • Average inventory: EOQ/2 + safety stock
EOQ Model • A very simple model • Assumes • sales occur evenly • no quantity discounts • individual items are identifiable • Highlights the trade off between ordering costs and carrying costs
Just-in-Time inventory management • Designed to minimize the amount of inventory • Requires • accurate forecasts • excellent timing • dependable shipping • flexible schedules • frequent communication
Management of Accounts Receivable • Credit policy encompasses • Who will receive credit • Terms of credit • Collections
Decision to Grant Credit • Trade-off between additional sales versus additional costs • Additional costs • Cost of goods sold • Credit and collection costs • Bad debt expense • Carrying costs
Analyzing Accounts Receivable • Receivables turnover: Credit sales/Accounts receivable • Aging schedules: Determine payment patterns
Cash Management • Faster collections • Slower disbursements • Investing short-term funds
Facilitating Faster Collections • Electronic funds transfers • Lockbox
Money Market Instruments and Yields the Instruments • U.S. Treasury bills • Commercial paper • Negotiable certificates of deposit • Banker's acceptances • Eurodollar CDs • Repurchase agreements (REPOs)
Yields: the Discount Yield • Depends on • The principal amount • The amount of the discount • The time to maturityYd = Par value - Price x ________360_______ Par value Number of days to maturity
Yields: the Discount Yield • Yd = Par value - Price x ________360_______ Par value Number of days to maturity • $10,000 - $9,791 x _360_ = $10,000 180 4.18%
Yields: the Discount Yield • Weaknesses • Use of 360 days • Return based on par value and not price
Alternative Calculation: Simple Interest • Yd = Par value - Price x _ 365______ Price Number of days to maturity • $10,000 - $9,791 x _365_ = $9,791 180 4.33%
Alternative Calculation: Compound Interest • Price(1 + i)t = Face Value • Example • price: $9,791face value: $10,000time period: 180 days$9,791(1 + i)0.49315 = $10,000i = (1.02135)2.0278 - 1 = 4.38%