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Answer:
(9,-23)
Step-by-step explanation:
Let,
PQ be the line segment
R divides PQ in the ratio of k:1
The coordinates of point R is given by
[{(7k+6)/k+1},{-5k+4}/k+1}]
Here ordinate is equal to -23
-5k+4/k+1= -23
-5k+4= -23k-23
18k= -27
k= -27/18
k= -3/2
Now,
abscissa= {(7×-3/2)+6}/{-3/2+1}
abscissa= {(-21/2)+6}/{-1/2}
abscissa= 9
Coordinate (9,-23)
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