Slope Point Form Of A Linear Function Worksheet
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4FCP 10
6.5 Slope-Point Form of a Linear Function
What value can be placed in the brackets to create the following situation?
(x - ___ ) ( x - 2 )
(x - ___ ) ( x + 10 )
(x - ___ ) ( x + 8 )
Up until now we have learned how to write the slope _________ form of a linear
function. In this form we can easily identify the ___________ and the _________.
Slope point form of a linear function is simply another way to represent a linear
function. In this form we can easily identify the ___________ and a ___________.
The trickiest part of this equation is how to identify the _________ on the line.
Slope Point Form:
Example 1
Describe the graphs of the linear function with these equations, and then graph the
equations.
1
1
y
2
(
x
4)
y
1
(
x
2)
a)
b)
3
2
Slope =
Slope =
Point:
Point:
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