Solution to this question by accurate drawing is not accepted.
The diagram (not to scale) shows a right-angled triangle \(ABC\). \(A\) is the point \((4,6)\) and \(\angle ABC=90^\circ\). The equation of the line \(BC\) is \(y=\dfrac12x+2\).
Find
\(Q\) lies on \(AB\) produced such that \(AB:BQ=2:3\).
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