Deductive and inductive reasoning - RD2 Flashcards
What is inductive reasoning?
Drawing general conclusions from a premise
you are probably, but not necessarily, true
What is deductive reasoning?
Drawing definite conclusions if tenets are true
based on formal logic
What is informal reasoning?
Everyday reasoning
relies on knowledge and experience of the world
What type of reasoning do scientists use when developing a hypothesis?
inductive - base it on limited data
What does Popperian mean?
You can’t fully conclude that all swans are white unless you see all swans ever, but you can disprove it if you see one black swan
so it’s better to try to disprove a hypothesis than prove it
What is confirmation?
gaining evidence confirming the hypothesis is correct
What is falsification?
gaining evidence to falsify the hypothesis (disprove it)
How many people never guess the rule in Watson’s 2-4-6 task?
28%
Why do so many people fail the 2-4-6 task and what should they really be doing?
- confirmation bias - told their numbers are correct so assume their theory is correct
- they fail to falsify their hypothesis
- they should give some numbers that they think don’t fit the rule
What are some problems with Watson’s 2-4-6 task to show how people reason? (3)
- it isn’t real world since feedback is immediate and binary
- the rule is very general so confirmation testing isn’t appropriate here, but it might be in other tasks
- confirmation bias is not always present, like when testing someone else’s hypothesis
What are 2 things scientists do wrong with their hypotheses and results?
- unusualness heuristic - guided by unusual results
- ‘what if’ hypothesis generation without experimentation
What did Fuselgang et al (2004) find when looking at whether scientists change their minds if results don’t support their hypothesis?
- 88% were blamed on methods (only 12% modified their hypothesis)
- when the findings are replicated, 61% change their theory
- however, they may have a strong strategy if lots of prior research supports their hypothesis - then the methods are more likely to be wrong
What are logical operators and how are they used in deductive reasoning?
if, and, or
used in statements to allow for conclusions to be reached
e.g. if P, then Q
What are antecedents? give an example
- premises
- set up the relationship between P and Q and say whether or not p has happened
- e.g. If P, then Q, P = true
What are consequents? give an example
- conclusions
- following the antecedents, you can figure out what the outcome will be
- e.g. If P, then Q, P = true, therefore Q