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Reporting and Interpreting Liabilities

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Title: Reporting and Interpreting Liabilities


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

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

3
Liabilities
  • 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

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 (gt 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 (10.06) x (10.06) 11,236
  • 10,000 x (10.03) x (10.03) x (10.03) x
    (10.03)
  • 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 (10.06) x (10.06) 100,000 A 100,000 /
(10.06) x (10.06) 89000
B x (10.03) x (10.03) x (10.03) x (10.03)
100,000 B 100,000 / (10.03) x (10.03) x
(10.03) x (10.03) 88850
16
Future Value of Annuity
  • If youre 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 (10.06) x (10.06) 1000 x (10.06)
1000 1st year
2nd 3rd 1123.60 1060
1000 3,183.60
17
Present Value of Annuity
  • If youre 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 /(10.06)
1st year 1000 / (10.06) x
(10.06) 2nd 1000
/ (10.06) x (10.06) (10.06) 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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