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The first interpretive problem in Chapter 1 requested the following: "Using the survey 1 dataset from the website, use SPSS to conduct a one-factor fixed-effects ANOVA, including effect size, where political view is the grouping variable (i.e., independent variable) (J = 5) and the dependent variable is a variable of interest to you [the following variables look interesting: books, TV, exercise, drinks, GPA, GRE Quantitative (GRE-Q), CDs, hair appointment]." Using these same data, select an appropriate covariate and then generate a one-factor ANCOVA (including testing the assumptions of both the ANOVA and ANCOVA). Compare and contrast the results of the ANOVA and ANCOVA. Which method would you select and why?
A juniper-wood plank measuring 0.15 ft by 1 ft by 17 ft is totally submerged in water. What is its weight? (Ib) What is the buoyant force acting on it? (Ib) What are the size and the direction of the net force on it? (Ib)
A particular horizontal turntable can be modeled as a uniform disk with a mass of 230 g and a radius of 22.0 cm that rotates without friction about a vertical axis passing through its center
A solenoid is wound with a single layer of copper wire of radius 0.480 cm. What is the inductance of the solenoid per unit length
Estimate how many molecules of air are in each 1.9 L breath you take that were also in the lastbreath Einstein took (assumed to be the same volume).
A Carnot-efficiency engine operating between a reservoir of liquid mercury at its melting point and a colder reservoir extracts 15.0 J of heat from the mercury and does 4.0 J of work during each cycle. What is the temperature of the colder reservo..
A dry cell when short-circuited will furnish about 30 amp for a brief time. If its emf is 1.5 v, calculate what is its internal resistance
Which general pattern holds for various excited states in standing waves on a rope or string fixed at both ends? More antinodes mean shorter wavelengths. Standing waves involve the interference of waves traveling in the same direction.
The customer sits in front of a large mirror at distance 120 cm from it facing the mirror. Find the location of the image of the back of customer's head in the large mirror.
If the crystal is 1cm thick, calculate the distance between the points where the two polarized rays emerge from the crystal.
A 4.6 cm long insect is perpendicular to the optical axis of a thin lens; the bug is 6.7 cm away from the lens. How far behind the lens is the screen
The number of kilocalories in food is determined by calorimetric techniques in which the food is burned and the amount of heat transfer is measured. how many kcal is consumed per serving
Are these numbers plausible? Do some arithmetic to back up your conclusion. Suppose, for example, that the crew is as large as the passenger list. How many cups of coffee must each person drink every day?
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