Question: Use Auto data from ISLR package. Simple linear regression between 'mpg' as dependent variable and 'horsepower' as independent variable shows no pattern in the residual
- Use "Auto" data from "ISLR" package. Simple linear regression between 'mpg' as dependent variable and 'horsepower' as independent variable shows no pattern in the residual versus fitted values plot.
True
False
- Use "Auto" data from "ISLR" package. Simple linear regression between 'mpg' as dependent variable and 'horsepower' as independent variable provides estimate for slope as
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| zero | |
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| negative value | |
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| positive value | |
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| one |
- If the coefficient of correlation is 0.8, the percentage of variation in the dependent variable explained by the variation in the independent variable is
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| 0.64% | |
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| 80% | |
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| 0.80% | |
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| 64% |
- In regression analysis, the independent variable is
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| used to predict other independent variables | |
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| used to predict the dependent variable | |
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| the variable that is being predicted | |
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| also called a response variable |
- In a regression and correlation analysis if R-square = 1, then
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| SSR = SSE | |
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| SSE = 1 | |
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| SSR = SST | |
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| MSE = MSR |
- In ANOVA table based on simple linear regression without intercept, degrees of freedom for error is higher than the degrees of freedom for total.
True
False
- In regression analysis if the dependent variable is measured in dollars, the independent variable
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| can be any units | |
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| must be in some units of currency | |
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| must also be in dollars | |
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| cannot be in dollars |
- A regression analysis between demand (Y in 1000 units) and price (X in dollars) resulted in the following equation: Y = 9 - 3X.
This equation implies that if the price is increased by $1, the demand is expected to
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| decrease by 3 units | |
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| decrease by 6,000 units | |
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| increase by 3,000 units | |
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| decrease by 3,000 units | |
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|
|
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- In a regression analysis if SST = 500 and SSE = 300, then the coefficient of determination is
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| 0.20 | |
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| 1.67 | |
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| 0.60 | |
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| 0.40 |
- Use "Auto" data from "ISLR" package. Simple linear regression between 'mpg' as dependent variable and 'horsepower' as independent variable indicates when horsepower is zero on an average, mpg will be about
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| 599.7 | |
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| 55.66 | |
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| -0.15 | |
|
| 39.94 |
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