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Chapter 9

Chapter 9. Reporting and Interpreting Liabilities Acct 2301 Fall 09. Current Liability Long-term (noncurrent) liability Estimated Liability Ratios on Liquidity Time value of money Present value Future value Compounded interest rate. Key Terms.

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Chapter 9

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  1. Chapter 9 Reporting and Interpreting Liabilities Acct 2301 Fall 09

  2. Current Liability Long-term (noncurrent) liability Estimated Liability Ratios on Liquidity Time value of money Present value Future value Compounded interest rate Key Terms

  3. Probable debts or obligations result from past transaction and will be paid by assets or service Measured and reported at its cash equivalent Interest is accounted separately Liabilities

  4. Current Liabilities • Accounts payable • Deferred revenue (unearned revenue) • Salary payable • Dividend payable • Short-term notes payable (1 year or shorter maturity period) • Current portion of long-term debt • Income taxes payable • Payroll taxes payable (employee income taxes, social security taxes)

  5. Long-term Liabilities • Private debt: • Bank loans • Notes payable (> 1 year) • Public debt: corporate bonds • Lease (more in intermediate accounting)

  6. Estimated Liabilities • Contingent Liabilities • Probable • Reasonably possible • Remote

  7. Estimated liabilities reported on the B/S • Probable, and measurable • Example: warranty liability, environmental liability • Warranty liability and warranty expense are recorded at the time of sale; not at the time when cash was paid for repairs under warranty (why?)

  8. Estimated Liabilities - example • Apple sold iPhones for $100,000 in December 2008. Along with the sale, a one-year warranty is included. The warranty expense is estimated to be 2% of the sale. In March, 2009, a repair covered by the warranty incurred, costing cash of $560. Provide appropriate journal entries.

  9. Other Estimated Liabilities • Liabilities are disclosed in notes to financial statements • Possible but not probable, or • Probable but the amount is not subject to estimate • Remote liabilities are not disclosed

  10. Tests of Liquidity Current ratio: current assets/current liabilities Working Capital: (current assets – current liabilities) Receivable turnover: net sales / average net accounts receivables (p.297) Inventory turnover COGS/ average inventory (p.355)

  11. Time Value of Money Time value of Money $1 today worth more than $1 tomorrow Chances to earn interests (returns) Compound interest rate Unpaid interest is still earning interest

  12. Present vs. Future Value Present Value For money to be received in the future, how much doe it worth today? Future Value For money saved today, how much doe it worth in the future? Present / Future Value depends on Interest rate Length of time Frequency of compounding interest

  13. Single amount vs. Annuity Single amount Annuity a series of consecutive cash flows same amount equally spaced out

  14. Future Value of A Single Amount If you put away $10,000 cash in the saving account today, how much does it worth 2 years later? Interest rate: 6% Assume interest is compounded annually. What if interest is compounded semi-annually? • 10,000 x (1+0.06) x (1+0.06) = $11,236 • 10,000 x (1+0.03) x (1+0.03) x (1+0.03)x (1+0.03) • = $11,255

  15. Present Value of A Single Amount How much does $100,000 worth today to be received 2 years later? Interest rate: 6% Assume interest is compounded annually. What if interest is compounded semi-annually? • A x (1+0.06) x (1+0.06) = $100,000 • A = $100,000 / [(1+0.06) x (1+0.06)] = $89000 • B x (1+0.03) x (1+0.03) x (1+0.03)x (1+0.03) = $100,000 • B = $100,000 / [(1+0.03) x (1+0.03) x (1+0.03)x (1+0.03)] • = $88850

  16. Future Value of Annuity If you’re going to save $1000 at the end of every year for 3 years, how much will you have at the end of third year? Interest rate: 6% Assume interest is compounded annually. • 1000 x (1+0.06) x (1+0.06) + 1000 x (1+0.06) + 1000 • 1st year 2nd 3rd • = $1123.60 + 1060 + 1000 = $3,183.60

  17. Present Value of Annuity If you’re going to receive $1000 at the end of every year for 3 years, how much does it worth today? Interest rate: 6% Assume interest is compounded annually. • 1000 /(1+0.06)1st year • +1000 /[ (1+0.06) x (1+0.06)] 2nd • +1000 /[ (1+0.06) x (1+0.06) (1+0.06)] 3rd • =$943.40 + $890 + $839.60 =$2,673

  18. How to use the present / future value table? Appendix A in text Single amount or Annuity Future value or Present value Find the correct n & r, which gives a factor, Multiply the dollar amount in question by the factor

  19. Some clarification For single amount, n & r depends on how frequent the interest is compounded For annuity, n is the number of cash flows (receipt or payment), r is the corresponding interest rate

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