
Two introductory books on logic are read here as a practical guide to arguments. Deduction is the case in which true premises guarantee a true conclusion. Induction only raises the chance that the conclusion is true. A good argument needs relevance, true premises, enough support, and a reply to likely objections. Fallacies are split into formal ones, in which the form itself is wrong, and informal ones, in which the rules of a conversation or the conditions of a good argument are broken.
The principle of charity asks that you first take the other person as reasonable.
An argument, as these books set it out, is a claim made with reasons. Deduction and induction part company in how far the premises guarantee the truth of the conclusion. In a deduction, true premises make the conclusion true as well. In an induction, they only raise the chance that it is true. Inductive conclusions are often put to work later as the premises of a deduction, which is why a false premise — a candidate's falsified academic record is the example given — can bring the trust of a later conclusion down with it.
A good argument, in this account, needs relevance, true premises, enough grounds, and an answer to an expected objection. Fallacies are the mistakes that get in the way of that work, or pull it down. Formal fallacies are wrong in the form of the argument itself. Informal fallacies break the rules of a conversation or the conditions of a good argument. The point of learning the theory, the writer says, is to read a column or an editorial properly.
The starting point of logical thinking, in The Force of Logic (논리는 나의 힘), is the habit of asking for reasons. First make the premises and the conclusion clear. Then see whether the way the premises support the conclusion is inductive or deductive. Check whether the premises are relevant and whether they are true. Ask, too, whether the support is as weak as a single case. A person who thinks logically is described as someone who holds down a private feeling and looks for a reason many people can accept. A person who does not is described as thinking and acting on impulse. If the premises or the conclusion are still vague, they should be made clear before the discussion goes on. Denying an economic forecast on the basis of someone's school or job is given as an argument that has no relevance. Evidence found online, the writer adds, is more reliable when you check its truth yourself.
The principle of charity belongs with that care. It is not worth pulling a whole argument down for a minor fault. Discussion becomes more productive when the other person is first taken as reasonable. Logic, in this closing note, is a force that brings a person back to the actual world when feeling has taken over, and the books are recommended from high school through university. The habit they teach is modest and repeatable: find the claim, find the reasons, and then ask how tightly they hold.
Last updated: 14 November 2026
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In deduction, if the premises are true, the conclusion must be true as well. In induction, true premises only raise the probability that the conclusion is true. Conclusions reached by induction are often used later as premises in a deduction. A simple inductive picture given here is this: the last three college-exam days were cold, so this year will be cold too.
The premises should be relevant to the conclusion, they should be true, they should give enough support, and the argument should be ready to meet a likely rebuttal. The suggested order of reading is to find the premises and the conclusion first, decide whether the support is inductive or deductive, check relevance and truth, and ask whether the support is as thin as a single example.
It asks that you interpret the other person's claim as reasonably as you can, and only then evaluate it. Knocking a whole argument down for a small fault is said to be of little use. Debate becomes more productive when you begin by treating the other person as reasonable. Logic, in this telling, is also a way of coming back to the world when feeling has taken over.