Motion of Freely Falling Objects Objectives: * To study the motion of free falling objects * To determine the acceleration due to gravity, g. * To derive quantities from the slope and intercept of graphs * To determine if the motion of a falling object changes by varying its mass Theory: The free fall is a known example or the most common example of a uniformly accelerated movement, with an acceleration a = -9.8m/s2 (vertical axis pointing vertically upward). If you choose
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#Problem 2 #Part 2 B=1000 sample_med_vars=numeric() CIs = character() n_values = c(10,100,1000) for (i in 1:3) { sample_meds=replicate(B, median(rnorm(n_values[i],1, 1))) sample_med_vars[i] = var(sample_meds) CIs[i] = paste(mean(sample_meds)-1.96*sd(sample_meds), mean(sample_meds)+1.96*sd(sample_meds)) } sample_med_vars #0.132826885 0.015370697 0.001603544 CIs ("0.265111943430679 1.69377252141066") #n=10 ("0.757126210069845 1.24312238725003") #n=100 ("0.922210181934582 1.07918375732663") #n=1000
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geometric mean is different from the arithmetic mean, we need to use the formula: g=arithmetic mean of return- (1/2)*variance, the variance is the simple historical variance, which is 1/(n-1)∑[r(s)-r ̅ ]^2. The standard deviation is the square root of the variance. The variance and standard deviation are measure the risk. We can see the risk of Union Pacific is greater than the ConAgra. That’s the high return, high risk. Besides, the historical beta of each company is come from the coefficient of
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Pancakes & Syrup Facts Maple Corporation is a manufacturer of breakfast products. Maple sells its products to wholesale distributors and directly to large retail chains. Maple's Real Maple brand table syrup is very popular due to its high content of real maple syrup. To boost sales of its pancake batter mix, Maple Corporation conditions the sale of its table syrup on the buyer's agreement to buy Maple's pancake mix. To get its customers to cooperate with this arrangement, Maple gives an
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Farma and Unilever Indonesia. We also are required to demonstrate and explain the computations of annual return, risk, Sharpe ratio, return, covariance, beta, Treynor Ratio, portfolio standard deviation, and build a graph. THEORETICAL CONCEPTS In this assignment, we used the formula of Variances, Annual, Standard Deviation, Covariance, Correlation Coefficient, Beta, Variance Of Portfolio, Risk, Sharpe Ratio, Treynor Risk 1) Variance Variance measures how far a set of numbers is spread out
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KeyX: X ValuesY: Y ValuesMx: Mean of X ValuesMy: Mean of Y ValuesX - Mx & Y - My: Deviation scores(X - Mx)2 & (Y - My)2: Deviation Squared(X - Mx)(Y - My): Product of Deviation Scores | X - Mx Y - My (X - Mx)2 (Y - My)2 (X - Mx)(Y - My) 141.00033.000-27.00066.00029.000-6.000-236.000Mx: 22.000 | 0.0950.0330.027-0.023-0.0100.002-0.121My: 0.504 | 19881.0001089.000729.0004356.000841.00036.00055696.000Sum: 82628.000 | 0.0090.0010.0010.0010.0000.0000.015Sum: 0.026 | 13.3351.075-0.717-1
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Sustainable Development: Climate Change, and Corporate Social Responsibility: An Emerging Role for ISO Standards Dan Gagnier ISO/TC 207 Chair Stockholm 2002 Presentation Outline • Introduction – A couple of Words about the Earth Conference – ISO/TC 207 ----a Pioneer TC • Climate Change – The extent of the problem – The policy and business response – Where do ISO Standards fit? • CSR • Conclusions General Implications Embedded in Action Plan • Reduction of species loss will have
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Reflection of Critical Thinking Jolene Tucker Hum/114 February 16th 2015 Dr. Belinda Moses Reflection of Critical Thinking Has the United States peaked as a world power? No, the United States has not peaked as a world power. Reflection of the process of critical thinking: How does the process of critical thinking you used relate to or differ from the process you used to find content for your answer? I found that I am evaluating my way of thinking more. By researching
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Rawlings. Complaint Marucci Sports, LLC is a bat manufacturer that tried to enter the large company competition. In order to legally sell sports equipment in the market, your product must pass the Bat-Ball Coefficient of Restitution Standard (BBCOR Standard) once a year. The first year that Marucci entered their product, which was an aluminum bat, to be tested was in 2010. When the bat was first submitted for testing, several bats passed the test. The following year when Marucci entered their
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Characterizing Financial Risk – Historic Simulation and Modeling One Asset, One Time Period Imagine purchasing an asset today for $50 that you will sell tomorrow. You purchase the asset because you believe it will increase in value tomorrow (lets say you expect it to increase in value by 2%), but you also know its value tomorrow is uncertain—it may go up by more than 2% or it may actually lose value. Because you realize this, you decided you want to understand what risk you are taking by
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