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EDM 508 
EDUCATIONAL TECHNOLOGY 
THE COGNITIVE LOAD THEORY 
Jheally L. Orlanda 
Discussant
John Sweller 
“A theory that focuses the load 
on working memory during 
instruction.”
• is an Australian educational psychologist 
who is best known for formulating an 
influential theory of cognitive load. 
• He received a Ph.D. from the 
University of Adelaide's Department of 
Psychology in 1972 — his thesis was entitled 
"Effects of initial discrimination training on 
subsequent shift learning in animals and 
humans" — and he also received a B.A. 
(Hons.) from the same institution in 1969. 
• He has authored over 80 academic 
publications, mainly reporting research on 
cognitive factors in instructional design, 
with specific emphasis on the instructional 
implications of working memory limitations 
(e.g., Sweller, Merrienboer & Paas, 1998) 
and their consequences for instructional 
procedures.
Cognitive Load Theory 
• "Cognitive load theory has been designed 
to provide guidelines intended to assist in 
the presentation of information in a 
manner that encourages learner activities 
that optimize intellectual performance". 
• Employs aspects of information processing 
theory to emphasize the inherent 
limitations of concurrent working memory 
load on learning during instruction. 
• It makes use of the schema as primary unit 
of analysis for the design of instructional 
materials.
3 Types of Cognitive Load 
• intrinsic cognitive load 
• extraneous cognitive load 
• germane cognitive load
OVERVIEW 
Clipperfield (2006) states that for a given problem or task, “I” 
cannot be changed. But “G” and “E” can vary and are inversely 
proportional to each other. The more extraneous load the less room for 
germane load. Thus, the duty of an instructional designer is to limit the 
amount of extraneous load and to build instructional presentations and 
activities that encourage germane load or schema formation to take 
place.
Intrinsic Cognitive Load 
• First described by Chandler and 
Sweller, intrinsic cognitive load is the 
idea that all instruction has an inherent 
difficulty associated with it. 
• This inherent difficulty may not be 
altered by an instructor. However 
many schemas may be broken into 
individual “subschemas” and taught in 
isolation, to be later brought back 
together and described as a 
combined whole.
Intrinsic Cognitive Load 
• Intrinsic load is the “thinking” part of 
cognitive learning theory. 
 For example, if one were learning the 
mechanics of 2+2 for the first time, one 
would have to think about the 
combination of two items with another 
two items. Essentially, one would have 
two items, then another item (3) and 
then another item (4). 
 The amount of “thinking” or “intrinsic 
load” affects the learning capacity. 
Another key component is the way in 
which the material is presented.
Extraneous Cognitive Load 
• Extraneous cognitive load, by 
contrast, is under the control of 
instructional designers. 
• This form of cognitive load is 
generated by the manner in which 
information is presented to learners 
(i.e., the design).
Extraneous Cognitive Load 
• To illustrate an example of extraneous 
cognitive load, assume there are at 
least two possible ways to describe a 
geometric shape like a triangle. An 
instructor could describe a triangle 
verbally, but to show a diagram of a 
triangle is much better because the 
learner does not have to deal with 
extraneous, unnecessary information.
Germane Cognitive Load 
• Germane load is a third kind of 
cognitive load which is encouraged to 
be promoted. 
• Is the load that helps building new 
complex schema in a successive 
manner in helping the learner to move 
from novice to expert. 
• It is a self effort to learn and memorized 
information learned. 
• Is coined as effective cognitive load, 
caused by successful schema 
construction.
Germane Cognitive Load 
• Germane load is the load used in forming 
new schemas. 
• Think back to our example of 2+2 for a 
moment. As an adult, we do not have to 
think about have two items, then adding 
another, then adding another. We 
already know that 2+2=4. 
• We use this knowledge to solve high level 
problems. For example, one could 
quickly tell me that 1,001,242 + 2 = 
1,001,244 
• These rules do not change. These are our 
schemas
Implications 
• Working memory is extremely limited. 
• Long term memory is essentially 
unlimited. 
• The process of learning requires 
working memory to be actively 
engaged in the comprehension (and 
processing) of instructional material to 
encode to-be-learned information into 
long term memory. 
• If the resources of working memory are 
exceeded then learning will be 
ineffective.
Classroom Implications 
• The goal of the instructor should be to 
reduce extraneous cognitive load and 
increase germane cognitive load. 
Instructors can accomplish this in a variety 
of ways: 
 Change problem solving methods to avoid 
means-ends approaches that impose a 
heavy working memory load by using goal-free 
problems or worked examples. 
 Physically integrate multiple sources of 
information whenever possible to eliminate 
the need for learners to have to mentally 
integrate that information which increases 
the load on working memory.
 Reduce redundancy and repetitive 
information whenever possible so that 
the load on working memory is lessened. 
 Use auditory and visual information 
under conditions where both sources 
of information are essential (i.e. non-redundant) 
to understanding. This helps 
increase the capacity of working 
memory.
References 
• http://en.wikipedia.org/wiki/Cognitive 
_load 
• http://en.wikipedia.org/wiki/John_Sw 
eller 
• http://www.learning-theories. 
com/cognitive-load-theory-of- 
multimedia-learning-sweller.html 
• http://www.southalabama.edu/oll/m 
obile/theory_workbook/cognitive_loa 
d_theory.htm 
• http://elearningindustry.com/cognitiv 
e-load-theory-and-instructional-design

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Cognitive Load Theory

  • 1. EDM 508 EDUCATIONAL TECHNOLOGY THE COGNITIVE LOAD THEORY Jheally L. Orlanda Discussant
  • 2. John Sweller “A theory that focuses the load on working memory during instruction.”
  • 3. • is an Australian educational psychologist who is best known for formulating an influential theory of cognitive load. • He received a Ph.D. from the University of Adelaide's Department of Psychology in 1972 — his thesis was entitled "Effects of initial discrimination training on subsequent shift learning in animals and humans" — and he also received a B.A. (Hons.) from the same institution in 1969. • He has authored over 80 academic publications, mainly reporting research on cognitive factors in instructional design, with specific emphasis on the instructional implications of working memory limitations (e.g., Sweller, Merrienboer & Paas, 1998) and their consequences for instructional procedures.
  • 4. Cognitive Load Theory • "Cognitive load theory has been designed to provide guidelines intended to assist in the presentation of information in a manner that encourages learner activities that optimize intellectual performance". • Employs aspects of information processing theory to emphasize the inherent limitations of concurrent working memory load on learning during instruction. • It makes use of the schema as primary unit of analysis for the design of instructional materials.
  • 5. 3 Types of Cognitive Load • intrinsic cognitive load • extraneous cognitive load • germane cognitive load
  • 6. OVERVIEW Clipperfield (2006) states that for a given problem or task, “I” cannot be changed. But “G” and “E” can vary and are inversely proportional to each other. The more extraneous load the less room for germane load. Thus, the duty of an instructional designer is to limit the amount of extraneous load and to build instructional presentations and activities that encourage germane load or schema formation to take place.
  • 7. Intrinsic Cognitive Load • First described by Chandler and Sweller, intrinsic cognitive load is the idea that all instruction has an inherent difficulty associated with it. • This inherent difficulty may not be altered by an instructor. However many schemas may be broken into individual “subschemas” and taught in isolation, to be later brought back together and described as a combined whole.
  • 8. Intrinsic Cognitive Load • Intrinsic load is the “thinking” part of cognitive learning theory.  For example, if one were learning the mechanics of 2+2 for the first time, one would have to think about the combination of two items with another two items. Essentially, one would have two items, then another item (3) and then another item (4).  The amount of “thinking” or “intrinsic load” affects the learning capacity. Another key component is the way in which the material is presented.
  • 9. Extraneous Cognitive Load • Extraneous cognitive load, by contrast, is under the control of instructional designers. • This form of cognitive load is generated by the manner in which information is presented to learners (i.e., the design).
  • 10. Extraneous Cognitive Load • To illustrate an example of extraneous cognitive load, assume there are at least two possible ways to describe a geometric shape like a triangle. An instructor could describe a triangle verbally, but to show a diagram of a triangle is much better because the learner does not have to deal with extraneous, unnecessary information.
  • 11. Germane Cognitive Load • Germane load is a third kind of cognitive load which is encouraged to be promoted. • Is the load that helps building new complex schema in a successive manner in helping the learner to move from novice to expert. • It is a self effort to learn and memorized information learned. • Is coined as effective cognitive load, caused by successful schema construction.
  • 12. Germane Cognitive Load • Germane load is the load used in forming new schemas. • Think back to our example of 2+2 for a moment. As an adult, we do not have to think about have two items, then adding another, then adding another. We already know that 2+2=4. • We use this knowledge to solve high level problems. For example, one could quickly tell me that 1,001,242 + 2 = 1,001,244 • These rules do not change. These are our schemas
  • 13. Implications • Working memory is extremely limited. • Long term memory is essentially unlimited. • The process of learning requires working memory to be actively engaged in the comprehension (and processing) of instructional material to encode to-be-learned information into long term memory. • If the resources of working memory are exceeded then learning will be ineffective.
  • 14. Classroom Implications • The goal of the instructor should be to reduce extraneous cognitive load and increase germane cognitive load. Instructors can accomplish this in a variety of ways:  Change problem solving methods to avoid means-ends approaches that impose a heavy working memory load by using goal-free problems or worked examples.  Physically integrate multiple sources of information whenever possible to eliminate the need for learners to have to mentally integrate that information which increases the load on working memory.
  • 15.  Reduce redundancy and repetitive information whenever possible so that the load on working memory is lessened.  Use auditory and visual information under conditions where both sources of information are essential (i.e. non-redundant) to understanding. This helps increase the capacity of working memory.
  • 16. References • http://en.wikipedia.org/wiki/Cognitive _load • http://en.wikipedia.org/wiki/John_Sw eller • http://www.learning-theories. com/cognitive-load-theory-of- multimedia-learning-sweller.html • http://www.southalabama.edu/oll/m obile/theory_workbook/cognitive_loa d_theory.htm • http://elearningindustry.com/cognitiv e-load-theory-and-instructional-design