3 19.0 9.1 4 - 14.7 - 6.0 5 - 26.5 - 15.3 6 37.2 33.1 7 23.8 6.1 8 - 7.2 3.2 9 6.6 14.8 10 20.5 24.1 11 30.6 18.0 Mean = 9.8% 9.8% ? = 19.6% 13.8% Question A: Construct a scatter diagram showing the relationship between returns on Stock Y
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Discussion: Shown in tables 1 and 2‚ the shoot heights‚ on average‚ of the barley seeds‚ increased as the Aquasol concentration increased. This is with the exception of the solution with an initial Aquasol concentration of 0.40% in Table 1‚ which showed to have‚ on average‚ shorter shoot heights in comparison to the solution with 0.25% Aquasol. Ultimately‚ this indicates that the experiment had random and systematic errors that affected the accuracy‚ reliability‚ validity‚ and precision of the results
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line graph or scatter plot and computing R. It probably also involves null hypothesis testing to see if the observed relationship is statistically significant. EXAMPLES OF CORRELATIONAL RESEARCH 1.Imagine that a health psychologist is interested in testing the claim that people with more friends tend to be healthier. She surveys 500 people in her community‚ asking them how many friends they have and getting some measure of their overall health. Then she makes a scatter plot and sees
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comments here> <Faculty Name> <Grade Earned> <Writing Score> <Date Graded> Chapter Seven Scatterplot (or scatter diagram) is a graph in which each point represents the values of two variables. Outlier is generally considered to be a data point that is far outside the norm for a variable or population ( Jarrell‚ 1994; Rasmussen‚ 1988; Stevens‚ 1984). 1) The scatter plot is Positive correlation because the values of y tend to increase with increasing values of x. the correlation become
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is to facilitate students’ writing of lab reports by providing this information in an editable file which can be sent to an instructor. Exercise 1: Muscle Twitch Study the data for the three muscles in Tables 1A‚ 1B‚ and 1C. 1. Make a scatter plot graph in Microsoft Excel® using Data Tables 1A‚ 1B‚ and 1C that show the twitch tension timelines of the eye‚ rectus femoris‚ and plantaris muscle fibers. For each muscle‚ connect the dots together in sequence. Refer to the section in the Introduction
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.......................................................................................... 3 Variables identification .......................................................................................................................... 3 Scatter Plots .......................................................................................................................................... 4 Correlation ......................................................................................
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two variables. C) describes the pattern of the data. D) describes the characteristic of independent variable. A2. __________________ is used to illustrate any relationship between two variables. A) Histogram B) Pie chart C) Scatter diagram D) Frequency polygon Questions A3 to A5 relate to the following information. Suppose a firm fed the values of turnover‚ y‚ and advertising expenditure‚ x‚ (both in $000) for the past eight years‚ into a computer and obtained the
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