Let the lines \(3x-4y-\alpha =0,8x-11y-33=0\) and \(2x-3y+\lambda =0\) be concurrent. If the image of the point \((1, 2)…

Let the lines \(3x-4y-\alpha =0,8x-11y-33=0\) and \(2x-3y+\lambda =0\) be concurrent. If the image of the point \((1, 2)\) in the line \(2x-3y+\lambda =0\) is \(\left(\frac{57}{13}, \frac{-40}{13}\right)\), then \(|\alpha \lambda|\) is equal to:

[JEE Main 2025, 24 Jan (Shift 1)]