# Difference between revisions of "Transfer"

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Knowledge, skills, and attitudes learned in one setting will be recalled accurately, and will be used in some other context at some time in the future. | Knowledge, skills, and attitudes learned in one setting will be recalled accurately, and will be used in some other context at some time in the future. | ||

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+ | For example, if during algebra equation instruction students saw problems like the following 3x + 10 = 20, 4x/3 + 4 = 16, 2/(-5x) = 14, further problems in this format, like 4x + 15 = 30, 5 + 2x/7 = 29, -3/4x = 17, would be considered part of a [[normal post-test]] or near transfer. Examples of far (or farther) transfer items might be: | ||

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+ | 1) a procedural format with more difficult problems that have additional features (e.g., 2x - 7 = -5x + 9, 4/(6x) – 7 = 32). | ||

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+ | 2) a conceptual format assessing knowledge of features (e.g., State whether each of the following is the same as 3 – 4x: a. 3 + 4x b. 3 + (-4x) c. 4x – 3 d. 4x + 3). | ||

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+ | See the [[Booth | Julie Booth's study page]] for more elaboration on this particular example. |

## Revision as of 04:55, 2 April 2007

Application of a skill learned in one situation to a different but similar situation.

In psychology, the effect of having learned one activity on an individual's execution of other activities. Positive transfer occurs when a previously acquired skill enhances one's performance of a new one. Negative transfer occurs when the previously acquired skill impairs one's attempt to master the new one.

Knowledge, skills, and attitudes learned in one setting will be recalled accurately, and will be used in some other context at some time in the future.

For example, if during algebra equation instruction students saw problems like the following 3x + 10 = 20, 4x/3 + 4 = 16, 2/(-5x) = 14, further problems in this format, like 4x + 15 = 30, 5 + 2x/7 = 29, -3/4x = 17, would be considered part of a normal post-test or near transfer. Examples of far (or farther) transfer items might be:

1) a procedural format with more difficult problems that have additional features (e.g., 2x - 7 = -5x + 9, 4/(6x) – 7 = 32).

2) a conceptual format assessing knowledge of features (e.g., State whether each of the following is the same as 3 – 4x: a. 3 + 4x b. 3 + (-4x) c. 4x – 3 d. 4x + 3).

See the Julie Booth's study page for more elaboration on this particular example.