A) -8/5 B) -6 C) 6 D) 5/8 E) -5/8
A) y-6=-3/2(x-2) B) y-6=2/3(x-2) C) y-2=2/3(x-6) D) y+6=2/3(x+2)
A) Lines l and m have the same slope, so they are parallel. B) Lines l and m are perpendicular, so their slopes are opposite sign reciprocals. C) Lines l and m are the same line, or coinciding. D) There is no special relationship between the slopes, so lines l and m are intersecting lines.
A) The lines have the same slope and y-intercept, so line k is coinciding with line j. B) The lines have the same slope, so line k is perpendicular to line j. C) There is no special relationship between the slopes, so line "k is intersecting line j. D) The lines have the same slope, so line k is parallel to line j.
A) point-slope form B) standard form C) slope-intercept form D) who cares?
A) point-slope form B) who cares? C) slope-intercept form D) standard form
A) point-slope form B) who cares? C) slope-intercept form D) standard form
A) standard form B) slope-intercept form C) who cares? D) point-slope form
A) standard form B) who cares? C) slope-intercept form D) point-slope form
A) slope-intercept form B) point-slope form C) standard form D) who cares?
A) point-slope form B) standard form C) slope-intercept form D) who cares?
A) slope-intercept form B) standard form C) point-slope form D) who cares? |