If the line joining and is divided by the point in the ratio , then is equal to:
Explanation for the correct option
Evaluate the coordinates of the given point based on information provided
Let the unknown coordinates of be
Other coordinate is given as which divides the line joining and in the ratio at point .
According to the section formula, line joining points and in the ratio , divides at the point , such that,
Applying section formula, we get,
So, the coordinates of are
Therefore, option (A) is the correct answer.