### Concept (1)

When first introduced to graphing lines, we often use a table of values to plot points and connect them. There are several other methods of graphing lines, including using a point and the slope. Sometimes graphing lines using an equation involves the same methods as using a table of values. Since we graph lines in the coordinate plane, it is necessary to understand how to connect graphs, tables and equations.

### Sample Problems (6)

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Graph y = -2x + 3 using a table of values.

###### Problem 1
How to graph a line by making a table of values if the equation is in y=mx+b form.

Graph x − 2y = 6 using a table of values.

###### Problem 2
How to graph a line by making a table of values if the equation is in standard form.

Without graphing, determine whether each point is on the line y = 3x + 2.

a) (1,6)
b) (-2,-4)
###### Problem 3
How to tell if a given point is on a line without graphing.
###### Problem 4
Graping lines using a x-y table of values
###### Problem 5
Making a table of values for a linear equation with a fractional slope in order to graph the line
###### Problem 6
Determining whether a given point is on a line without a graph