Information Processing
Memory Disorders
Sensation and Perception
Important Studies
Misc.
100

What are the three phases of information processing?

Encoding, Storage, and Retrieval

100

What is a good way to figure out the function of specific brain regions?

A. Case studies

B. Experiments

C. Correlational method

A. Case Studies

100

What is the difference between sensation and perception?

  1. Sensation: raw information collected from 5+ senses and sent to CNS (automatic)

  2. Perception: interpreting and organizing the information to give it order and meaning (active process)



100

Explain Aristotle’s Waterfall illusion

Watched water moving one way, then looked at rocks and had subjective impression of movement in the opposite direction
-Due to neural fatigue 

100

What factor is the most influential on our ability to learn?

a. Home

b. Peers

c. Student

d. Teachers

e. Other


c. Student

200

What are the three parts of the modal model of memory?

Sensory memory, short-term memory, and long-term memory

200

What is the difference between retrograde and anterograde amnesia?

  1. Retrograde- inability to remember things that happened before brain injury has occurred

  2. Anterograde- memories from before an accident in tact, but unable to create new memories



200

What is the difference between bottom-up and top-down processing?

  1. Bottom-up processing: the organization of the parts to create an overall image/pattern

  2. Top-down processing: use contextual information or prior experience to guide bottom-up processing 



200

What did Ebbinghaus create regarding memory?

The forgetting curve

200

What is the most effective level of processing?

a. Auditory

b. Visual

c. Semantic (multimodal)


c. Semantic (multimodal)

300

What is the difference between recognition and recall? Give examples

  1. Recall: A measure of memory in which the person must retrieve information learned earlier (short answer question)

  2. Recognition: A measure of memory in which the person needs only to identify items previously learned (multiple choice question)



300

What are the different names for explicit and implicit memory? What are the differences between the two?

  1. Explicit memory (declarative)- conscious effort to recall and can be verbally recalled
    Ex. what I had for breakfast

  2. Implicit memory (procedural)- difficult to really explain
    Ex. How to ride a bike



300

What is Gestalt good continuity? Does it relate to top-down or bottom-up processing?

Filling things in that are covered up in a way that reflects simplicity and making assumptions
-Top-down

300

How did Godden and Baddeley (1925) demonstrate the role of encoding context on retrieval?

People learned words underwater or on land and then were tested either on land or in water. Individuals did best when they retrieved the words in the same environment in which they encoded them

300

What is the "Proust Effect"?

Smelling something that takes you back to a different time and place; this occurs when a powerful emotional memory is evoked by an odor.

400

What does the forgetting curve show us?

Remember best immediately, then forget. Most forgetting happens quickly, then memory remains stable
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

400

What type of amnesia did H.M. experience and which parts of his memory were still in tact?



  1. Anterograde amnesia- he could not create new memories

  2. Some parts of his memories still functioned. Could not create declarative memories, but procedural memory spared 





400

What is the difference between direct and indirect realism?

  1. Direct realism- perceive the world as it is

  2. Indirect realism- perceive the world as an idealized internal representation of the actual world made of incomplete information 



400

How did Loftus and Palmer (1974) demonstrate the effect of misinformation on memory?  

Showed participants car accident and asked how quickly the car was going when it hit, smashed, collided, contacted with the other car. Answers varied in speed depending on which verb was used

400

What is metacognition?

Awareness and understanding of one's own thought process. We often think we understand more than we do. 

500

How can you achieve a level of deep processing? (name two)

Elaboration: integrate new information with old memories

Distinctiveness: How is this different from something I already know

Personal experience: formulate examples relating to personal life

Application: how can this content be applied outside of the classroom? (Ask yourself questions about the content)

500

Name two cases studies regarding memory disorders and explained what we learned from them.

H.M., Broca’s Tan, N.A., and/or Phineas Gage

500

What are three pieces of support for indirect realism?

Sensory thresholds, illusions, and visible light spectrum

500

How did the work of Hubel & Wiesel (1957) teach us about bottom-up processing?

They placed electrodes on a cat’s brain recording the activity of a specific cell and found that each cell responded to only one kind of line orientation. Form during critical period of development

500

What is the difference between the place coding theory and temporal coding theory?

  1. Place coding theory of pitch perception- receptors on the basilar membrane (hair cells) are lined up like piano keys, with lower pitches activating receptors further down the line  

  2. Temporal coding theory of pitch perception- neural impulses fire at the same frequency as a perceived sound