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CFA Level 1 - Quantitative Methods. Default Risk - ✔ Risk that a borrower will not make promised payments Liquidity Risk - ✔ Risk of recieving less than fair value for an investment if it must be sold for cash quickly Required Interest Rate on A Security - ✔ = Nominal Interest Rate + Default Risk Premium + Liquidity Premium + Maturity Risk Premium Real Risk Free Rate / Nominal Risk Free Rate - ✔ - Single period interest rate for a completely risk-free security with no inflation added -
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Default Risk - ✔ Risk that a borrower will not make promised payments Liquidity Risk - ✔ Risk of recieving less than fair value for an investment if it must be sold for cash quickly Required Interest Rate on A Security - ✔ = Nominal Interest Rate
Calculating the Growth Rate - ✔ Or use TMV calculator
Ratio Scales - Ranking and qual differences between scale values. Also have true 0. Ex: Money. Population and Samples - ✔ Population - All members of a specfic group Parameter - Descriptive measure of the population Sample - A subset of the population Samples statistic - A quantity computer from or used to describe a sample Frequency Distribution - ✔ Tabular display of data summarizing statistical data by assigning it to an interval. Relative Frequency - Percentage of frequencies within each interval Absolute Frequency - Actual number of frequencies within each interval Cumulative Relative/Absolute Frequencies - Cumulative sum of frequncies Histogram - ✔ Graphical representation of an absolute frequency Frequency Polygon - ✔ The midpoint of eaech interval is plotted on the horizontal axis, and the absolute frequency is plotted on the vertical axis. Measures of Central Tendancy (Means) - ✔ Center or average of a data set Quartiles - Divided into Quarters Quintile - Divided into fifths Decile - Divided into 10ths Percentile - Divided into 100ths Median & Mode - ✔ Median - Midpoint of data set Mode - Value that occurs most often Unimodal - One value that occurs most often Bimodal, Trimodal - Multiple values occur most Mean Absolute Deviation - ✔ 1. Calculate Mean
Chebyshev's Inequality - ✔ For any set of observations, the percentage of the observations that lie within "k" standard deviation of the mean is atleast (formula) for all k > 1 Semivariance/Semideviation - ✔ Focuses on downside risk. For Variance: