The test that can be used to determine whether a graph is a function.
What is the vertical line test?
The domain and range for (-3,2) (-3,3) (-3,4).
D: {-3}
R: {2,3,4}
The line of best fit does not represent the data well, True or False? Explain.

What is false? The correlation coefficient is close to 1.
The next term in the sequence
5,8,11,14,___
What is 17?
The possible values for the input of a relation or function.
What is domain?
Function or Not? (-3,2) (-3,3) (-3,4)
What is not?
Describe the correlation.
What is strong, negative?
The common difference of the following sequence
-8,9,26,43
What is 17?
The possible values of the output of a relation or function.
What is the range?
Function or Not? (2,-3) (3,-3) (4,-3)
What is a function?
Below is a residual plot for a line of best fit.
How well does the linear model fit the data?
What is well?
The 18th term in the following sequence
7,14,21,28...
What is 126?
A relation in which each element of the domain corresponds with exactly one element in the range.
What is a function?
Given f(x)=5x+3, find f(-1).
What is f(-1)=-2

Find the 23rd term
13,-8,-29,-50...
What is -449?
A line that models the data in a scatter plot by showing the general direction of the data.
What is a trend line?
Complete the table below. Round to the thousandths.

<img data-fr-image-pasted="true" src="data:image/png;base64,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
Define arithmetic sequence.
What is a list of numbers is a specific order with a common difference?