The coordinate of the point 4/5 from A to B A(-9,7) and B(3,-6) is {37/5, 17/5}
The formula for calculating the midpoint of coordinates divided in a ratio m:n is given as;
M(x, y) = {(mx₁+nx₂/m+n), (my₁+ny₂/m+n)}
Given the coordinate points A (-3,-1) and B (7,4)
M(x, y) = {(-3(-3)+4(7)/1+4), (-1(-1)+4(4)/1+4)}
M(x, y) = {37/5, 17/5}
Hence the coordinate of the point 4/5 from A to B A(-9,7) and B(3,-6) is {37/5, 17/5}
Learn more on midpoint here: https://brainly.com/question/5566419
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