Conclusions,
Inferences, and Predictions
Fourth grade
teachers asked for an explanation of the differences between inferences, predictions
and conclusions, as well as teaching ideas. Listed below are some resources
I've found. If you have or find any good ideas to share, email them and
I'll post them as well.
Chuck
Definitions
Through
Google, I found the definitions below among the online materials for a university
course. (Link.
I can figure out neither the name of the course nor exactly which university
is designated by ‘gsu.’)
Conclusion:
A proposition that follows logically from one or more premises.
Inference:
A conclusion arrived at from facts and by reasoning. Example: If you
arrived at a gathering of friends and one of them was sitting in front of a
decorated cake and blowing out candles, you would make the inference that it
was a birthday celebration and the person celebrating the birthday was the one
blowing out the candles.
Prediction:
A learning strategy that involves taking information gained from listening
or reading, identifying questions that emerge, and then making an educated guess
as to the content and structure that will follow. An important aspect of using
prediction is confirming guesses after reading. Prediction can facilitate understanding
and remembering.
Typology
of Conclusions, Inferences, and Predictions
The following
distinctions were developed during some committee work I did for ISBE at about
the time ISAT was being developed:
- Conclusion
is the most general of the three terms. It means any act in which a
judgment or evaluation (called the conclusion) is related with premises in
a logical argument. In general usage, the "conclusion" is
either a statement of the judgment/evaluation or an explanation of the reasoning
by which it could be derived.
- A conclusion is inductive when the reasoning starts with the
premises and ends with the conclusion.
- Deductive logic goes the other way; reasoning begins with the
general statement (the conclusion) and the premises are derived from it.
- Inference, the next most general term, refers
to a deductive or inductive conclusion developed by the reader or listener,
rather than presented by the writer or speaker. Inferences come is
several types:
- Level 1: All
the necessary premises are provided in close proximity within the text,
but there is no stated relationship between them.
- Example: John and Mary are part of the large, happy family
living in the corner house. The fifteen children keep both parents
busy all the time! John hates to go to his 4th grade class at
Brown Grade School, but Mary thinks Brown's kindergarten is fun.
- The passage contains all the information needed to infer that John
and Mary are siblings.
- Level 2: All
the necessary premises are provided, but are not in close proximity.
Example: Almost any mystery story scatters the premises for the
conclusion throughout the story line. If the reader puts them together
correctly to figure out the mystery, then he or she has done a level 2
inference.
- Level 3: Not
all the premises are given in the text. The birthday cake story
is an example of a level 3 inference.
- Prediction, the most specific of these terms,
refers to an inference about the future--something that hasn't happened yet
or that hasn't yet been read. Predictions may be inductive or deductive
and they may be at any of the three levels.
Teaching Resources
- Grounding Conclusions,
Inferences and Predictions in Text:
- Reciprocal Teaching
(Palincsar & Brown) is a strategy proven to develop skill at all types
of conclusions at all grades.
- MSU online
materials give a quick overview of Reciprocal Teaching.
- Although this page from Patti’s
Teacher’s Corner is targeted at grades 2-3, it is the clearest
explanation I could find, and the techniques can be used with any student,
from primary through adult.
- The
Teacher Spot, a good online resource for instructional strategies. This
link provides a strategy for teaching “comprehension strategies,” including
inference and conclusion.
- Teacher
Central, another online resource. This includes inference, prediction,
and conclusion.
- Online
Course Materials from an unknown college. I can't remember where
I got this file. I found it while I was looking for workshop ideas.
It's a bit flaky to read, because it's set up as a guided reading worksheet
for a methods course. Still, it has some good teaching ideas, forms,
etc., for working with inferences.