Name Date
WORKSHEET 4.8: USING EQUATIONS TO FIND THE SLOPES OF
LINES
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Use the guidelines below to find the slopes of different kinds of lines:
Horizontal lines↔
- Theslopeisequalto0.
- The equation isy=b
wherebis they-intercept. - Ally-coordinates are the
same. - The graph is parallel to the
x-axis.
Vertical lines
- There is no slope.
- The equation isx=k
wherekis a constant. - Allx-coordinates are
the same. - The graph is parallel to
they-axis.
Lines that are neither
horizontal nor vertical
- The equation is
y=mx+bwhere
m=slope and
b=y-intercept.
DIRECTIONS: Find the slope of the line, if it exists.
- y= 2 x+ 7 2. x= 6
- y= 4 4.y− 3 = 10
5.x+y= 4 6.x+ 3 = 0
- 2 x+y= 15 8.x=y
CHALLENGE:The graph of the equationy=6hasay-intercept that is equal
to 6. Write another equation of a line whose graph has ay-intercept that is
equal to 6.
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Copyright
©
2011 by Judith A. Muschla, Gary Robert Muschla, and Erin Muschla. All rights reserved.