What type of correlation does this scatter plot have?
Positive Correlation
What do the m and b stand for in the slope-intercept for equation y = mx + b?
m represents the slope
b represents the y-intercept
Find the mean of these values:
12
Find the MAD:
0, 2, 4, 6, 8, 10
MAD: 3
What do we use to make predictions about a scatter plot?
A trend line.
What type of correlation does this scatter plot have?
No correlation
The y-value when x = 10
y = 90
What is the mean absolute deviation of these values: (round to the nearest tenth)
5.6
Find the MAD:
10, 20, 40, 50
MAD: 15
Predict the sales if the temperature is 30 degrees.
A. 800 B. 650
C. 1000 D. 700
A. 800
What type of association does this scatter plot have?
Nonlinear Association
This scatter plot shows the number of drinks in a vending machine and the number of days since the vending machine was last stocked. Using the trend line to predict the stock when there has been 8 days since it was last stocked?
200 drinks
Find the absolute mean variation of the set of values. Round to the nearest tenth.
2.6
Find the MAD (round to nearest hundredth):
9, 4, 12, 18
MAD: 4.25
Use the trend line to predict the time to run .5 miles.
5 minutes
What are the coordinates of the outlier on this graph?
(20, 18)
Use the equation y = -12.5x + 300 to predict the number of drinks in a vending machine that was last stocked 12 days ago.
150 drinks
B. Ratings with a high mean and low mean absolute deviation
Find the MAD (round to nearest tenth):
8.5, 10, 22.5, 36, 42.5
MAD: 12.8
Predict the score for 6 absences.
A. 74 B. 68
C. 82 D. 91
B. 74
Describe the type of association you expect to see between the number of hours a musician spends practicing and the number of mistakes the musician makes in a performance.
Negative
Use the equation y = -12.5x + 300 to predict the number of days since a vending machine was stocked if it currently contains 50 drinks.
20 days
Find the Mean and MAD of this data set, rounded to the nearest tenth:
8, 20, 36, 42, 60
Mean: 33.2
MAD: 15.4
Find the Mean and the MAD (round to nearest tenth):
80, 156, 37, 99, 102
Mean: 94.8
MAD: 20
Predict the score for 40 minutes played.
28 points