Absolute Monarchy Paragraphs What would it be like to be the queen and rule an absolute monarchy? I feel it would be the best to be the queen and have all the say. An absolute monarchy would be best as no elections have to take place. Being the leader of an absolute monarchy means you have no one to answer to. Lastly, an absolute monarchy would be best because the leader can charge as much tax as you want because you are in charge. Being the leader of an absolute monarchy means I don't have
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Absolute Function Absolute value function is an Algebraic method used commonly in college maths. Absolute value function is a function with variable within an absolute value symbol. Also when represented on a graph the lines make right angles at the point (0, 0). It is written as f(x) =abs(x) and is an even function. It exists in the domain of real numbers and is in the range of non-negative real numbers. A real life example of absolute of absolute function is a football field. Even through the
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smoothing method with .4 alpha and 5 weeks data (Figure 3) and .2 alpha with 3 weeks data (Figure 4). The mean absolute deviation, mean absolute percent error and tracking signal were calculated based off of the total of all segments. Simple Moving Average Looking at Figure 1 and Figure 2 where a moving average forecast was used, the 3 and 5 week data were very similar in the mean absolute deviation, and percent error. The tracking signal is where they were the most different. Since the cumulative
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Review Test Submission: Chapter 3 Post-Lecture Quiz Content |User |Yuchen Miao | |Course |ECO-285 1131-NAU00-ECO-285-SEC1-1477 Combined Section | |Test |Chapter 3 Post-Lecture Quiz | |Started |2/10/13 10:12 PM
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Measuring the winter historical inventory data for the next 12 months consists of preparing a simple exponential forecast method to determine the method of simple average during the 12 separate indices. The forecast was processed by Running mean Absolute Deviation (RMAD) was computed by taking the average of two one-year-wide averages that are offset by one period relative to each other. Computing the ratio divided by the moving average in each period. Running sum of forecast errors were computed
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and 26 m&m’s, including 20 and 26. Write an absolute value inequality describing the acceptable number of m&m’s in each bag. EXPLAIN your reasoning. 4. Solve and graph the solution. [pic] 5. Solve and graph the solution. [pic] 6. Solve. [pic] 7. Solve. [pic] 8. True or False. If false, EXPLAIN why it is false. A.) An absolute value equation always has two solutions. B.) 3 is a solution to the absolute value inequality [pic] C.) 8 is a solution
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I have read that a crickets chirping is directly related to temperature. And that one can know approximately what temperature it is by the amount of chirps they put out. There has also been an equation that I have read about that I would like to test. So based on this my hypothesis is: Hypothesis: The amount of cricket chirps heard in a fifteen second time frame plus 48 is the approximate temperature of the cricket's environment in degrees Fahrenheit. + 48 = Background Information:
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volume decreases, and vice versa. Charles's Law shows that the volume is proportional to absolute temperature:  In other words as temperature increases the volume increases, and vice versa. Gay-Lussac's Law says that the pressure is proportional to the absolute temperature:  In other words as temperature increases the pressure increases, and vice versa. Where P is the pressure, V the volume and T the absolute temperature and of an ideal gas. By combining (1) and either of (2) or (3) we can gain
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Solve Inequalities 1. 2-4-3x < 8x-4- 10x (6,∞) 2. 12- 9x5 ≥ 3(4-2x) [-11542,∞) 3. x2+ 3x>x2-4x (0,∞) Solve Absolute Values 1. 2x+4= -3 No sol 2. 12- 9x5 = 3 -25/18, 35/18 3. 2-4-3x= 8x-4 20, {12/7 becomes false} 4. 3x-74 <5 ( -13/3,9) 5. 2x+ 34 >1 (-∞,-7/4) union (1/2, ∞) 6. |x+3| > -3 all real 7. |x+3|< -2 No sol 8. -4x+3+ 2< -2 (-∞,-4) union (-2,∞) Combination of Functions fx=-x, &x<3x
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Case Problem 2: Motion Picture Industry This case provides the opportunity to use numerical methods to continue the analysis of the motion picture industry data from chapter 2. Using descriptive statistics such as the mean, median, standard deviation and range. Five-number summaries and identification of outliers are also used. Descriptive Statistics Variable | N | Mean | Median | Standard Deviation | Range | Opening Gross | 100 | 9.37 | 0.39 | 18.8747021 | 108.43 | Total Gross |
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