Question 650919

Three or more points {{{P1}}}, {{{P2}}}, {{{P3}}} are said to be {{{collinear}}} {{{if}}} they {{{lie}}} on a {{{single}}}{{{ straight}}}{{{ line}}}{{{ L}}}.

let's check it:

*[invoke To_determine_if_3_points_lie_in_a_line 5, -1, -3, 6, 4, -2]

since your points do NOT {{{lie}}} on a {{{single}}}{{{ straight}}}{{{ line}}}, they are NOT {{{collinear}}}