CHAPTER REVIEW

KEY TERMS

Question

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

SOLUTION TO FIGURE 4.1

Figure 4.1: Can We Read Your Mind? Explanation: Look once more at the six cards on page 136, and then compare them with the five cards pictured on page 138. Notice any differences? If the act of circling an eye distracted you and you fell for the trick—as most people do—you have just experienced change blindness.

KEY PEOPLE

William James (1842–1910)

Sigmund Freud (1856–1939)

J. Allan Hobson (b. 1933)

Robert W. McCarley (b. 1937)

Ernest R. Hilgard (1904–2001)