A) -6
B) 5/8
C) -5/8
D) 6
E) -8/5

A) y-2=2/3(x-6)
B) y+6=2/3(x+2)
C) y-6=-3/2(x-2)
D) y-6=2/3(x-2)

A) Lines l and m have the same slope, so they are parallel.
B) There is no special relationship between the slopes, so lines l and m are intersecting lines.
C) Lines l and m are the same line, or coinciding.
D) Lines l and m are perpendicular, so their slopes are opposite sign reciprocals.

A) There is no special relationship between the slopes, so line "k is intersecting line j.
B) The lines have the same slope, so line k is parallel to line j.
C) The lines have the same slope and y-intercept, so line k is coinciding with line j.
D) The lines have the same slope, so line k is perpendicular to line j.

A) slope-intercept form
B) who cares?
C) point-slope form
D) standard form

A) slope-intercept form
B) standard form
C) point-slope form
D) who cares?

A) who cares?
B) standard form
C) point-slope form
D) slope-intercept form

A) standard form
B) who cares?
C) slope-intercept form
D) point-slope form

A) slope-intercept form
B) who cares?
C) standard form
D) point-slope form

A) point-slope form
B) standard form
C) who cares?
D) slope-intercept form

A) who cares?
B) point-slope form
C) standard form
D) slope-intercept form

A) standard form
B) point-slope form
C) slope-intercept form
D) who cares?