Q.Explain why the Muller-Lyer illusion continues to 'fool' us even after we have measured the two lines and know intellectually that they are exactly equal in length.
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Start your 14-day free trial to unlock the full solution →The persistence of the Muller-Lyer illusion, even once we have actually measured the two line segments with a ruler and confirmed that they are perfectly equal in length, is genuinely puzzling at first -- surely knowing the correct fact should be enough to stop us being fooled. But the explanation lies in how illusions are generated in the first place.
Illusions are described as 'primitive organisations': misperceptions produced by a fairly automatic, built-in way in which the visual system processes the specific arrangement of a stimulus, occurring before -- and largely independently of -- any deliberate, conscious reasoning about that stimulus. In the Muller-Lyer figure specifically, the wing marks at each end of the two lines (pointing inward on one, outward on the other) are processed automatically by early stages of visual perception in a way that systematically distorts the perceived length of the shaft, regardless of what we consciously believe or have measured. …
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