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Section 1.4 Lines
OBJECTIVE 1
 
 
 
 
Find the slope of the line containing the points ( – 1, 4) and (2,  – 3).
Adjust the selections for  X min,  X max,  Y min, and  Y max by setting the ratio of  x  to  y  at 3:2.
 
 
These figures also illustrate that the closer the line is to the vertical position, the greater the magnitude of the slope.
OBJECTIVE 2
Draw a graph of the line that contains the point (1, 4) and has a slope of:
OBJECTIVE 3
Graph the equation  x  =  –  2
 
OBJECTIVE 4
 
Find the equation of a line with slope  –  3 and containing the point ( –  1, 4).
Find an equation of the horizontal line containing the point ( –  4,  –  1).
 
OBJECTIVE 5
Find an equation of the line  L  containing the points ( – 1, 4) and (3,  – 1).  Graph the line  L .
OBJECTIVE 6
 
 
 
OBJECTIVE 7
Find the slope  m  and  y -intercept  b  of the equation  3 x  – 2 y  = 6.  Graph the equation.
OBJECTIVE 8
 
Graph the linear equation 3 x  + 2 y  = 6 by finding its intercepts.
OBJECTIVE 9
 
 
Find an equation for the line that contains the point (4,  –  1) and is parallel to the line  –  3 x  + 5 y  = 1.  By hand, graph the two lines.
OBJECTIVE 10
 
 
Find the slope of a line perpendicular to a line with slope  .
Find an equation of the line that contains the point ( –  4, 6) and is perpendicular to the line 2 x  –  y  = 4.  Graph the two lines.

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Sulpcegu5e ppt 1_4