SYNTHESIS ITEMS | ------------------+-----------------------------------------------------------+ Blazing Shard | Hammer Frame‚ Minute Bomb | Blazing Stone | Cannon Gun‚ Tornado Step | Blazing Gem | Fat Bandit‚ Fiery Globe | Blazing Crystal | Crescendo‚ Crimson Jazz | ------------------+-----------------------------------------------------------+ Bright Shard | Bulky Vendor (CAPSULE PRIZE)‚ Creeper Plant‚ Hook Bat‚ | | Soldier | Bright Stone | Aeroplane‚ Bulky Vendor (RARE CAPSULE)
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and the average risk premium over this period. c. Calculate the standard deviation of returns and the standard deviation of the risk premium. d. Is it possible that the observed risk premium can be negative? Explain how this can happen and what it means. | | | | |
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Common Appraisal Errors Error Contrast Effect Definition Tendency of a rater to evaluate people in comparison with other individuals rather than against the standards for the job Example Think of the most attractive person you know and rate this person on a scale of 1 to 10. Now think of your favorite glamorous movie star. Rerate your acquaintance. If you rated your friend lower the second time‚ contrast effect is at work. A new supervisor noticed an employee who was going through a divorce performing
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Lab one is designed to determine fifteen sediment samples average grain size‚ sorting by size and mineralogy‚ rounding‚ sphericity‚ and Quartz/Feldspar/Lithic content as well as minerals present in each sample. In order to view the sample a stereoscope and light source is required. On the base of the stereoscope there is an insert that can either be black on one side and white when flipped to the other side. This insert can make viewing light or dark color samples easier due to the inserts backdrop
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Descriptive Category Weighted Mean 5 4.21 – 5.0 Very Much Effective (VME) (means that the respondents are 76 – 100 % Effective) 4 3.41 – 4.20 Very Effective (VE) (means that the respondents are 51 – 75 % Effective) 3 2.61 – 3.40 Effective (E) (means that the respondents are 26 – 50 % Effective) 2 1.81 - 2.60 Less Effective (LE) (means that the respondents are 1 – 25 % Effective)
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Brailsford 4e: Solutions Manual Chapter 1 The investment decision Learning objectives After the completion of this chapter‚ the reader should be able to: ● understand the nature of an investment ● describe the key steps in the investment process ● recognise the major investment asset classes ● understand the role and function of financial markets ● understand the concept of return‚ and be able to distinguish between realised returns and expected returns ● understand the relationship between
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3.1 Measures of Central Tendency (Page 1 of 16) 3.1 Measures of Central Tendency Mean‚ Median and Mode a. mean‚ x = Example 1 b. ! x = sum of the entries n number of entries Find the mean of 26‚ 18‚ 12‚ 31‚ 42 The median is the middle value of an ordered set of data. If there is an even number of data values‚ then the median is the mean of the two middle values. Example 2 Find the median of 25‚ 30‚ 37‚ 21‚ 38 Example 3 Find the median of 3‚ 7‚ 9‚ 4‚ 8‚ 2‚ 6‚ 5 c. The mode is the
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flow/discount rate-CF0 CPT IRR: Cash flow/IRR=CF0 Money-weighted return and time-weighted return Same question: buy stock $100 at t=0‚ buy another same stock $120 and receive $2 dividend at t=1‚ sell two stocks for $130/each and receive $2 dividend/each at t=3 For money weighted: apply the concept of IRR Deposit 100 at t=0‚ and deposit 118 (120-2) at t=1‚ and receive 264 at t=2 Use calculator: CF0=-100‚ CF1=-118‚ CF2=264‚ CPT→IRR For time-weighted (preferred‚ because not affected by timing of cash inflow
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Arithemetic mean ‐ The arithmetic mean of a variable is computed by adding all the values of the variable in the data set and dividing by the number of observations. Population arithmetic mean ‐ The population arithmetic mean‚ µ‚ is computed using all the individuals in a population and is a parameter. Sample arithmetic mean ‐ The sample arithmetic mean‚ x ‚ is computed using sample data and is a statistic. Mean – Although other types of means exist‚ the arithmetic mean is generally referred to as the mean
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meaningful essential can be extracted from it. The most commonly measures of central tendency are the mean‚ median‚ and mode. Properties of the Arithmetic Mean easy to compute easy to understand valuable in statistical tool strongly influence by extreme values‚ this is particularly true when the number of cases is small cannot be compute when distribution contains open-ended intervals Uses of Mean for interval and ratio measurement when greatest sampling stability is desired when
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