The phrase "a true conclusion" is correct and usable in written English.
It can be used when discussing the validity or accuracy of a conclusion drawn from evidence or reasoning.
Example: "After analyzing all the data, we can confidently say that the results lead us to a true conclusion about the effectiveness of the new treatment."
Alternatives: "an accurate conclusion" or "a valid conclusion".
True premises and a true conclusion.
a. False premises and a true conclusion.
It is also possible to have false premises and a true conclusion.
A good, or valid, deductive argument is one in which the conclusion follows from the premises one in which true premises would guarantee a true conclusion.
Yet, on the assumption that one of the pair "God exists" and "God does not exist" is true, one of the above arguments is sound: They're both valid, they each have a true second premise (the same second premise, as it turns out), and the one with a true conclusion also has a true first premise.
It can still be reliable in that it mostly leads to a true conclusion whenever the premises are true.
A demonstration was typically held to proceed from necessarily true premises (often Aristotelian principles[26]) via a valid argument to a necessarily true conclusion, and part of what was at issue was whether we should be looking for a demonstration of God's existence, or something less which would nonetheless still be useful in the fight against atheism.
If you reach an indubitably true conclusion, your conjecture may have been true.
If she followed this road to its true conclusion, there would be a Barbara Walters video game for the Xbox.
The normative component of Hume's project is striking here: That the principle of uniformity of nature cannot be proved deductively or inductively shows that it is not the principle that drives our causal reasoning only if our causal reasoning is sound and leads to true conclusions as a "natural effect" of belief in true premises.
In the case of inference, it isn't sufficient that an agent use a reliable inferential process, i.e., one that usually carries true premises into true conclusions.
