Reasoning and Fallacies Flashcards

1
Q

It is a movement of the mind whereby, starting with several judgments which we relate to one another, we arrive at a new judgment which necessarily follows from the preceding ones.

A

Reasoning

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2
Q

It is used to describe reasoning that involves using specific observations, such as observed patterns, to make a general conclusion. This method is sometimes called induction.

A

Inductive Reasoning

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3
Q

It involves starting from a set of general premises and then drawing a specific conclusion that contains no more information than the premises themselves, sometimes called deduction.

A

Deductive Reasoning

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4
Q

The conclusion of this argument is usually introduced by phrases like “it is likely that”, “it is probable that”, “it tends to show that” and other similar phrases.

A

Inductive Reasoning

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5
Q

It is when the truth of its premises is intended to guarantee the truth of its conclusion. The conclusion is already implied in the premises, hence if the premises are true the conclusion becomes necessarily true as well.

A

Deductive Reasoning

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6
Q

This type of reasoning is also known as “affirming the antecedent,” because only the first premise is a conditional statement, and the second premise merely affirms that the first part of the previous statement (the antecedent) applies.

A

Modus Ponens

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7
Q

It is another type of deductive reasoning is modus tollens, or “the law of contrapositive.” It is the opposite of modus ponens because its second premise negates the second part (the consequent) of the previous conditional statement.

A

Modus Tollens

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8
Q

These are errors or tricks of reasoning. It is an error of reasoning if it occurs accidentally; we call it a trick of reasoning if a speaker or writer uses it in order to deceive or manipulate his audience. It can be either formal or informal.

A

Fallacies

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9
Q

It is where rejecting an argument because the person advancing it fails to practice what he or she preaches.
Ex.
Doctor: You should quit smoking. It’s a serious health risk.
Patient: Look who’s talking! I’ll quit when you quit.

A

Tu Quoque Fallacy or the ‘Who are you to talk?’, or ‘You Too’

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10
Q

It is where an arguer tries to sidetrack his or her audience by raising an irrelevant issue and then claims that the original issue has effectively been settled by the irrelevant diversion.
Ex.
Daughter: “I’m so hurt that Todd broke up with me, Mom.”
Mother: “Just think of all the starving children in Africa, honey. Your problems will seem pretty insignificant then.”

A

Red Herring Fallacy

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11
Q

It refers to someone that distorts or caricatures an opponent’s arguments or views, and then attacks the weakened version rather than the real argument.
Ex.
Margaret: “We have to do something about greenhouse gases. The government should raise vehicle fuel efficiency standards to cut down the amount of CO2 we release over the next 20 years”.
Roger: “Margaret’s solution would be a disaster. It would kill the economy. How would people get to work without cars?”

A

Strawman Fallacy

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12
Q

It is rejecting someone’s argument by attacking the person rather than evaluating their argument on its merits.
Ex.

“Dear Editor, the current campaign against combining drinking with driving is terrorizing law- abiding people. Many law-abiding people are cutting their alcohol consumption because they are afraid of being caught by random breath testing. But research shows that the average drink-driver in a fatal accident has an average blood alcohol level of more than twice the legal limit.
The current campaign against drinking and driving is failing to achieve what should be our top priority; getting the heavy and hardened drinkers of the road.” Douglas Myers. CEO, Dominion Breweries.

“Dear Editor, I read Doug Myer’s letter yesterday but he is the CEO of a major brewing company! He has a vested interest in keeping alcohol sales up, and the anti-drunk-driving campaign threatens to reduce alcohol sales. We shouldn’t take any notice of his views about drinking and driving”.

A

Fallacy of Ad Hominem

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13
Q

It is where relying upon the view of apparent (as opposed to genuine) authorities to settle the truth of a statement or argument.
Ex.
God does not exist because Stephen Hawking said so.

“Albert Einstein, one of the smartest people ever, said that the best and healthiest breakfast is bacon and eggs, so it must be true.”

It also conflict with the basic tenet of good logical and critical
thinking which calls upon us to take responsibility for evaluating the grounds for our beliefs. Adopting a belief merely because someone else simply told us it was true is a way of avoiding good logical and critical thinking.

A

Fallacy of Appeal to Authority

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14
Q

It refers to the arguer asserts that a claim must be true because no one has proven it false, or that a claim must be false because no one has proven it to be true.
Ex.
There must be intelligent life on other planets: No one has proven there isn’t.
There isn’t any intelligent life on other planets: No one has proven there is.

A

Appeal to Ignorance / Argumentum ad Ignorantiam

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15
Q

It is where an arguer attempts to evoke feelings of pity or compassion, when such feelings are not logically relevant to the arguer’s conclusion.
Ex.
Daughter: Can we get a puppy?
Father: No.
Daughter: If you loved me, we’d get a puppy.

A

Appeal to Emotion

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16
Q

This is where they state or assume as a premise the very thing they are trying to prove as a conclusion.
Ex.
Arthur: God exists.
Barbara: How do you know?
Arthur: Because it says so in the Bible.
Barbara: How to you know what the Bible says is true?
Arthur: Because the Bible is divinely inspired. Everything it says is true.

A

Begging the Question

17
Q

It occurs when an argument presents two options and gives the impression that only one of them may be true, never both, and that there are no other possible options.
Ex.
If I spend all of the week partying, I won’t have time to study and I’ll fail.
If I spend all week studying, I’ll be over-prepared and stressed and I’ll fail.
So I’m going to fail either way. I might as well spend the week partying.

A

False Dilemma / False Dichotomy

18
Q

It is an arguers say that an innocent-looking first step should not be taken because once taken, it will be impossible not to take the next, and the next, and so on, until you end up in a position you don’t want to be in. It is simply as overthinking, exaggerated, or overreacting.
Ex.
Don’t get a credit card. If you do, you’ll be tempted to spend money you don’t have. Then you’ll max out your card. Then you’ll be in real debt. You’ll have to start gambling in the hope of getting a big win. But you’ll normally lose. Then you’ll have to steal money to cover your losses. Then your partner will leave you. And you won’t be able to feed the dog, and it’ll die. And it would be bad if the dog died. So you mustn’t get a credit card.

A

Slippery Slope Fallacy

19
Q

It is where an arguer draws a general conclusion from a sample that is biased or too small.
Ex.
The oldest woman in the world, Jeanne Calment (122 years, 164 days) smoked until her early 110s. Therefore, smoking isn’t really bad for you.

Everyone on my timeline seems to be falling in love, buying homes and taking expensive trips to faraway destinations, so I must be the most boring, unsuccessful person on the planet.

A

Fallacy of Hasty Generalization

20
Q

It is a logical fallacy that occurs when someone mistakenly infers that the opposite of a true “if-then” statement is true. Meaning that there is an error in the argument’s logical structure, rendering the conclusion invalid.
Ex.
P1 If there’s and intruder, then Brutus will bark
P2 Brutus has bark
Therefore
C There’s an intruder

That’s not valid. Why? Well the premises might be true, but the first premise doesn’t say that Brutus will bark if and only if there’s an intruder.

A

Fallacy of Affirming the Consequent

21
Q

It is an error in reasoning involving conditional statements. It occurs when someone assumes that the antecedent being false means the consequent must be false as well. This is an error because conditional statements only say that the consequent must be true when the antecedent is true; they do not say that the consequent is false when the antecedent is false.
Ex.
P1 If it barks, then it’s a dog
P2 It’s not barking
Therefore
C It isn’t dog

A

Denying the Antecedent