State the slope and y-intercept from the equation:
y = 2x - 8
m = 2
b: (0 , -8)
Given slope and y-intercept, write the equation.
m = -7
y-intercept = 3
y = -7x + 3
A data point that is very different from the rest of the data
outlier
Using the scatterplot below, come up with a reasonable estimate for y when x = 5
about 20 or 21
If one variable is increasing and another is decreasing, what type of association is it?
Negative Association/Correlation
State the slope and y-intercept from the graph.
m = 1
b: (0 , 0)
y = 1x + 0
or
y =1x
Given slope and y-intercept, write the equation.
m = -8
b: (0 , -20)
y = -8x - 20
A line on a scatter plot that helps show the correlation between data sets more clearly
Normally goes through at least 2 points
line of best fit
Using the scatterplot below, come up with a reasonable estimate for x when y = 60
around 19 or 20
Why do we draw a line of best fit?
To make a prediction beyond the scatter plot
(-3, 6) & (-3,4) Slope= ?
Slope = Undefined
Given the graph, write the equation.
y = 3x -1
A group of points that occur together that follow the trend
cluster
Using the scatterplot below, come up with a reasonable estimate for y when x = 13
Somewhere from 40-45
What are two points on the line of best fit?
(0.2,15) (0.4,13) (0.6,14) (0.8,12) (1,13)
State the slope and y-intercept from the graph.
m = undefined
b: none
What is the equation of the line?
y=-3x+2
Describe this association.
Strong, Positive, Linear
Using the scatterplot below, come up with a reasonable estimate for y when x = 10
Around 20.
The equation of the line of best fit is y=-2.12x + 15.5, where x represents the age (in years) of an infant, and y represents the hours of sleep the infant needs. Predict how many hours of sleep an infant who is 6 months (0.5 years) needs.
14.4
Two points on the line of best fit are (4, 85) and (2, 70). Find the slope for the line of best fit using these points.
slope = 15/2
If you were going to graph the following line, what is the very first point you would plot?
y = 3x-4
y - intercept: (0 , -4)
Name the steps to arrive at the equation for the line of best fit in 4-5 steps
1) Draw a line
2) Pick 2 points on the line
3) Find Slope
4) Find y intercept
5) replace m and b in equation y=mx+b
Find the equation of the line of best fit
y=-2x+20
The equation of the line of best fit for a scatter plot is y=12x - 216, where x represents the temperature outside and y represents the sales of the ice cream shop. Predict the temperature outside if the ice cream shop had a total sales of $700.
76.33