I have seen this question several times, and it has been answered before.
But with Jiskha having removed the search feature, I can't find it.
If I recall, I found the midpoint between (0,0) and (7,4), and subbed
that point into the given line.
If that point satisfied the given equation of the line, then that was it.
Show that the origin and p(7,4) are equidistant from the line L:y = -4x/3 + 20/3
1 answer