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CFA Level 1 - Quantitative Methods

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CFA Level 1 - Quantitative Methods Default Risk - ANSWER-Risk that a borrower will not make promised payments Liquidity Risk - ANSWER-Risk of recieving less than fair value for an investment if it must be sold for cash quickly Required Interest Rate on A Security - ANSWER-= Nominal Interest Rate + Default Risk Premium + Liquidity Premium + Maturity Risk Premium Real Risk Free Rate / Nominal Risk Free Rate - ANSWER-- Single period interest rate for a completely risk-free security with no inflation added - Nominal = Real Risk Free Rate + Expected Inflation Rate Required Rate of Return - ANSWER-Required Rate of Return for an investor to willingly invest Discount Rate - ANSWER-Used interchangeably with interest rates, especially in use of discounting cash flows Opportunity Cost - ANSWER-The gain that is missed by not investing in a particular investment Effective Annual Rate - ANSWER-The actualy rate of interst that is actually being earned after compounding more than annually Continuous Compounding - ANSWER-1. Multiply rate by time 2. Multiple answer by e (Second LN)

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CFA Level 1 - Quantitative Methods
Default Risk - ANSWER-Risk that a borrower will not make promised payments



Liquidity Risk - ANSWER-Risk of recieving less than fair value for an investment if it must be sold for cash
quickly



Required Interest Rate on A Security - ANSWER-= Nominal Interest Rate

+ Default Risk Premium

+ Liquidity Premium

+ Maturity Risk Premium



Real Risk Free Rate / Nominal Risk Free Rate - ANSWER-- Single period interest rate for a completely risk-
free security with no inflation added



- Nominal = Real Risk Free Rate + Expected Inflation Rate



Required Rate of Return - ANSWER-Required Rate of Return for an investor to willingly invest



Discount Rate - ANSWER-Used interchangeably with interest rates, especially in use of discounting cash
flows



Opportunity Cost - ANSWER-The gain that is missed by not investing in a particular investment



Effective Annual Rate - ANSWER-The actualy rate of interst that is actually being earned after
compounding more than annually



Continuous Compounding - ANSWER-1. Multiply rate by time

2. Multiple answer by e (Second LN)

, 3. Multiply by PV



Present Value of Perpetuity - ANSWER-Financial instrument that pays a fixed amount of money at set
intervals over an infinite period of time



Present Value of a Projected Perpetuity - ANSWER-1. Calculate PV of Perpetuity

2. Find present value of (N -1)



PV of Uneven Cash Flows - ANSWER-1. Clear Memory

2. Enter 0 in CF0

3. Enter Cash Flows in Sequence

4. NPV = Discount Rate

5. ComputeT NPV



FV of Uneven Cash Flows - ANSWER-1. Calculate the FV of each individual Cash Flow

2: Then add the results together



Calculating the Growth Rate - ANSWER-Or use TMV calculator

1. N = Periods, PV = PV, PMT = 0, FV = FV

2. Compute I/Y



Annual Payments (Amortization) - ANSWER-1. N = Years, I/Y = Interest, PV = Loan Amount, FV = 0

2. Compute Payments



Calculate Amortization Schedule - ANSWER-1. Calculate Loan Payment

2. Calculate Interest Component (Beginning balance x I/Y)

3. Calculate Principal component (Payment - Interest Component)

4.The following beginning balance is the first period balance - principal component only. (Interest goes to
bank)

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