The figure below plots the height of star wars characters (vertical axis) against the mass of star warscharacters (horizontal axis). Based on this graph, what appears to be a reasonable value for the slopecoefficient if we estimated a linear model with height as the dependent variable and mass as theindependent variableRelationship Between Star Wars Characters Height and Mass200-80120Mass in KilogramsHeight in Centimeters150-100-O -1O 100O 1O 10 percent40160

Answered: Image /qna-images/answer/f0071321-5b04-4f4e-9f6c-124f2370c808.jpg

Answered: The figure below plots the height of…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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For the spring semester 2009, part time students at a college paid $486 per credit (unit or hour) for tuition and paid a mandatory part time student fee of $20 per semester. Let T be the total one-semester cost (in dollars) of tuition plus part time students fee for c credits of classes. (complete all parts). a. Find the slope of the linear model that is described this situation. What does it mean in this situation? The slope is __. The tuition increases by $__ per credit. b. Find an equation of the model. c. Preform a unit analysis of the equation found in part b. d. What was the total one-semester cost of tuition plus part time student fee for 9 credits of classes
A gaming system purchased for $2,750 is to be depreciated linearly over 4 years and has a scrap value of $100. a).What is the linear function that represents this information? b).What is the value of the entertainment system at the end of 2 years?
The number of calories in a food item depends on many factors, including the amount of fat in the item. The data below shows the amount of fat (in grams) and the number of calories in 7 beef sandwiches at McDonalds. The scatterplot displaying the relationship is shown to the right. Collection 1 Scatter Plot Sandwich Fat Calories 800- Big Mac Quarter Pounder w/ Cheese Dbl Quarter Pounder w/ Cheese Hamburger Cheeseburger Double Cheeseburger 29 550 600- 26 520 42 750 400- 9. 250 200- 12 300 23 440 McDouble 19 390 10 15 20 25 30 35 40 45 Fat 1. Describe the shape, the direction, and the strength of this relationship. 2. The regression equation for this data is Calories 1.52 Fat + 105. Explain the meaning of the slope and y-intercept in the context of this problem. 3. What is the correlation between Calories and Fat? 4. What number of calories does the regression model predict if a sandwich has 36 grams of fat? Remember to include units. B I U A Ix E E E x X, = E 12pt Paragraph Calories 囲
The table shows data collected on the relationship between the average daily temperature and time spent watching television. The line of best fit for the data is yˆ=−0.66x+88.5. Assume the line of best fit is significant and there is a strong linear relationship between the variables. Temperature (Degrees) Minutes Watching Television 35 66 45 58 55 52 65 46 (a) According to the line of best fit, what would be the predicted number of minutes spent watching television for an average daily temperature of 46 degrees? Round your answer to two decimal places, as needed. Provide your answer below: The predicted number of minutes spent watching television is .
Some pedometers have a default setting that assumes that the number of steps a person must take to walk 1 mile decreases by 32 steps per 1 inch increase in height. Suppose a person 72 inches tall makes 2,250 steps per mile. Find a linear model of the number of steps S per mile as a function of height h (in inches). S = Use the model to predict the number of steps per mile a person who is 64 inches tall will take. steps per mile
Based on data collected from various moving companies, a homeowner uses the linear model y=1.5x+150y=1.5x+150 to predict the total cost of renting a moving truck, yy, for xx minutes. If the homeowner rents a moving truck for 6060 minutes, which statement best describes the slope of the linear model?
The percent of defects is the x-coordinate, while the percent of new machines is the y-coordinate. So, the table of values corresponds to the points (25,32), (20,40), (15,50), (10,65), (5,70), (0,85). Question Using the linear relationship graphed above, estimate the percent of new machines if there is 12% defects in the shoes at various production facilities. Provide your answer below: _____

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