The midpoint formula could be considered to be the “halfway” formula since it gives us the point that is ½ of the distance from the point P(x sub 1, y sub 1) to the point Q(x sub 2, y sub 2). Develop an “m-nth way” formula that gives the point R(X sub 3, y sub 3) that is m/n of the distance from P to Q (assume m and n are positive integers with m < n).
would either of these be correct?
X = P + (m/n) * (Q - P)
Or
( m(x1+x2)/n, m(y1+y2)/n )
would either of these be correct?
X = P + (m/n) * (Q - P)
Or
( m(x1+x2)/n, m(y1+y2)/n )