Sentence examples for reasoning involved from inspiring English sources

Suggestions(1)

The phrase "reasoning involved" is correct and usable in written English.
It can be used when discussing the process of thinking or logic that is part of a particular situation or argument.
Example: "In this debate, the reasoning involved is crucial to understanding the different perspectives."
Alternatives: "logic at play" or "thought process engaged".

Exact(26)

For instance, when he argues that religion "requires a different kind of faith than science but in no way gives up the demand for reason" (p. 169), he does not provide a convincing argument about the reasoning involved in faith.

If there is any moral reasoning involved, as Gove says, Christian belief is considered an actively disabling factor.

Some material will have to be kept confidential, but since so much rests on risk analysis, the reasoning involved should be scrutinised on a continuing basis.

The higher an occupation's RTI, the more it's characterized by routine tasks with relatively little manual labor or abstract reasoning involved.

Because of the beautiful blend of mathematical and physical reasoning involved, a brief summary of the successor to Einstein's model is given below.

This study takes different forms depending on the type of reasoning involved and on what the criteria of right reasoning are taken to be.

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Similar(34)

One reason has to do with the common (natural language) reasoning involving counter-logicals, including, for example, sentences such as 'If intuitionistic logic is correct, then double negation elimination is invalid'.

AMY DAVIDSON: No. (Though I hope that part of your reasoning involves support for robust domestic-partnership options).

However, true reasoning involves more than just drawing inferences; it involves drawing inferences relevant to the solution of the particular task or situation.

While the Method shows that he arrived at the formulas for the surface area and volume of a sphere by "mechanical" reasoning involving infinitesimals, in his actual proofs of the results in Sphere and Cylinder he uses only the rigorous methods of successive finite approximation that had been invented by Eudoxus of Cnidus in the 4th century bce.

His reasoning involves the following ideas.

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