Question
Question 1 the line of best fit is: Predicted temperature = 100 - 5 * Minutes Interpret the slope options: As the number of minutes
Question 1
the line of best fit is: Predicted temperature = 100 - 5 * Minutes Interpret the slope
options:
- As the number of minutes go up by 1 the temperature increases by 100 degrees
- As the number of minutes go up by 1 the temperature decreases by 5 degrees
- As the temperature goes up by 1 the number of minutes decreases by 5
- As the temperature goes up by 1 the number of minutes increases by 100
Question 2
the line of best fit is:
Predicted Score = 7 + 4 * hours
A player that trains for 4 hours is expected to score [____] points.
options:
Question 3
The regression line is: = 0.84 - 0.13 * X what can we say about the correlation
options:
- negative
- positive
- Strong correlation
- Weak correlation
- Moderate correlation
Question 4
Given that the correlation between X and Y is -0.48, the mean and standard deviation of X are 3.4 and 8.3, the mean and the standard deviation of Y is 6.5 and 7.2 respectively. Find the slope for the line of best fit. [____] round to 2 d.p.
Question 5
Given that the correlation between X and Y is -0.48, the mean and standard deviation of X are 3.4 and 8.3, the mean and the standard deviation of Y is 6.5 and 7.2 respectively. Find the y-intercept for the line of best fit. [____] round to 1 d.p.
Question 6
the line of best fit is:
predicted debt = 5000 - 100 * number of months
Calculate the residual for a person who has been paying for a year and has a debt of $3765. $[____]
Question 7
Linear model:
predicted grade = 93 - 3 * (number of shows watched)
r = - 0.8
How much variation is accounted for by the model? [____]%
Question 8
predicted y = - 3.84 * x + 7.81
R2= 49%
The correlation between X and Y is [____]
Question 9
predicted y = 2.2 + 1.2 x
R2= 77.44%
The sum of all 56 residuals is [____]
Question 10
Based on the residual plot we can say that it seems the model
options:
- is a good fit because there is NO apparent pattern.
- is NOT a good fit because there is an apparent pattern.
- is a good fit because there is an apparent pattern.
- is NOT a good fit because there is NO apparent pattern.
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