How might one describe the shape of the function relating the probability of an item's recall to the item's position on a list?

A. U-shaped
B. Squiggly
C. A linear, negatively sloped line
D. An inverted U-shape



Answer :

Certainly! Let's carefully examine the relationship between the probability of recalling an item and its position on a list. This analysis will help us determine the nature of the function describing this relationship.

In memory studies, particularly in the context of serial position effects, evidence shows that people are more likely to recall items at the beginning and end of a list with higher probability than items in the middle. This pattern of recall is typically observed as follows:

1. Primacy Effect: Items at the beginning of the list are remembered better because individuals have more time to encode these items into long-term memory.
2. Recency Effect: Items at the end of the list are remembered better because they are still in short-term memory at the time of recall.

When you plot the probability of recall against the item's position in the list, the shape that often results from this pattern is one where the recall probability is high at the beginning, decreases towards the middle, and then increases again towards the end. This characteristic pattern is commonly described as U-shaped.

So, the correct answer that best describes this relationship is:

1. U-shaped