Section 5 - Financial Instruments and Derivatives Flashcards

1
Q

What are financial instruments?

A

COD (smells fishy)

1) Cash
2) Ownership interests in an entity (ie stock)
3) Derivative contracts that create a right and obligation to transfer other financial instruments (ie stock options)

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2
Q

Three reasons entities acquire DERIVATIVES

A

1) Investments
2) Arbitrage
3) Hedge

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3
Q

What is a HEDGE?

A

The use of a derivative to reduce or eliminate risk that the entity is subject to either as a result of an asset or liability.

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4
Q

Are derivatives an asset or liability?

A

Both - can be assets or liability

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5
Q

Are derivatives reported at fair value?

A

Yes, always

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6
Q

How are derivatives UNREALIZED gains and losses recognized in income?

A
  • CASH FLOW HEDGES are temporarily recognized in other “comprehensive income” on B/S
  • FAIR VALUE HEDGES are recognized in income (I/S)
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7
Q

What are the three characteristics derivatives must have?

A

NUNS

1) No net investment
2) an Underlying and a Notional amount
3) net Settlement

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8
Q

What is a derivative UNDERLYING and NOTIONAL amount?

A
  • Underlying is the factor that affects the derivative’s value (specified price, interest rate, exchange rate)
  • Notional amount is the number of units (units, bushels, pounds)
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9
Q

What is Cash Flow Hedge?

A
  • acquired to hedge against a FORECASTED FUTURE TRANSACTION
  • gain or loss in other comprehensive income (OCI) (B/S)
  • nothing included in net income until forecasted activity occurs
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10
Q

What is Fair Value Hedge?

A
  • acquired to hedge against a recognized asset or liability or a firm purchase agreement
  • gain or loss in income from continuing operations (I/S)
  • should be offset by gain or loss on hedged item
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11
Q

How are compounded financial instruments treated under IFRS?

A

They are treated as a single instrument that is either accounted for at FVTPL or at amortized cost. Otherwise bifurcation is required.

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12
Q

What is the intrinsic value?

A

The intrinsic method is the excess of the market price over the exercise price.

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