UGC NET Questions (Paper – 1)

Statements A, B, C and E are correct, whereas D and F are false. A gives the basic structure of an argument, while B and C clarify how explanations and illustrations function differently from proof. E is right that exam performance improves when one can separate arguments from mere description or example. D is wrong because “because” and “therefore” often signal reasoning, and F is wrong because a lone assertion with no supporting reasons is not an argument. So A, B, C and E only is the correct combination.

Option A:
Option A is incomplete since it omits E, which correctly stresses the exam importance of distinguishing arguments from non-arguments. Although A, B and C explain the concepts, without E the practical UGC NET angle is missing. Therefore A, B and C only cannot be accepted.

Option B:
Option B is correct because it brings together conceptual clarity about arguments, explanations and illustrations along with their relevance to exam questions. It avoids D and F, both of which misclassify reasoning signals and unsupported statements. This makes the option fully consistent with reasoning pedagogy.

Option C:
Option C is wrong as it includes D, which incorrectly reclassifies all “because” or “therefore” uses as description, and it omits A, the core definition of an argument. Without A, the option fails to define its central concept. Therefore B, C, D and E only cannot be chosen.

Option D:
Option D is incorrect because it includes F, treating unsupported statements as arguments, and it also omits B. This option mischaracterises both explanation and argument and leaves out an important conceptual distinction. As a result, A, C, E and F only is not a valid answer.

In logical reasoning, an argument is a connected group of statements in which one statement is presented as the conclusion. The remaining statements function as premises that support this conclusion. This structure of claim plus supporting reasons is exactly what the stem describes. Therefore the appropriate name for such a set of statements is an argument.

Option A:
Option A names argument, which is defined as premises offered in support of a conclusion. It captures both the inferential claim and the supporting reasons. Hence it precisely fits the description given in the question.

Option B:
Option B refers to an explanation, which clarifies why something happens or is the case. Explanations may use reasons, but they usually assume the truth of what is explained rather than argue for it. Thus explanation is not the general label for the structure mentioned in the stem.

Option C:
Option C, description, simply reports or depicts a situation without drawing an inferred claim. Descriptive sentences can all be true yet still fail to support a particular conclusion. Therefore a description does not match the idea of premises leading to a conclusion.

Option D:
Option D, illustration, presents examples to make a general claim clearer. Illustrations presuppose the claim instead of offering premises to justify it. Hence illustration alone does not constitute an argument in the logical sense required here.

Paksha is the locus or subject about which an inferential claim is made. In the standard example, the hill functions as paksha because fire is to be proved of it. All discussion of the presence or absence of hetu and sadhya centres around this subject. Thus the entity described in the stem is correctly termed paksha.

Option A:
Option A is correct because paksha identifies the side of the dispute or the case under consideration in the argument. Without specifying the paksha, one would not know where the probandum is supposed to hold. Nyaya's formalism requires clarity about this locus to test the validity of inference.

Option B:
Option B, hetu, is the reason or middle term that links paksha with sadhya, such as smoke, and is conceptually distinct from the subject in which it occurs.

Option C:
Option C, sadhya, is the probandum or property to be established, like fire, and cannot be equated with the subject that bears it.

Option D:
Option D, vyapti, is the universal relation between hetu and sadhya that supports inference and is not the subject of which the property is predicated.

In logic, an argument is a structured collection of statements where some are offered as reasons for accepting another statement. The supporting statements are called premises and the supported statement is the conclusion. The defining feature of an argument is this inferential relationship between premises and conclusion. Therefore the set of statements described in the stem is correctly called an argument.

Option A:
Option A is correct because the term argument precisely denotes a group of premises intended to justify a conclusion. It emphasises the idea of rational support rather than mere disagreement or quarrel. In formal reasoning, analysing an argument means evaluating how well its premises support its conclusion. These features match the description given in the question.

Option B:
Option B, explanation, aims to make an already accepted fact intelligible by showing why or how it occurred, rather than to prove that it is true. Explanations presuppose the truth of what they explain, whereas arguments try to establish truth. Hence an explanation does not fit the definition in the stem.

Option C:
Option C, assertion, is simply a statement that claims something is the case without necessarily offering any reasons. An assertion can appear within an argument, but by itself it is not a structured set of premises and conclusion. Therefore assertion is not the correct label here.

Option D:
Option D, example, is a specific instance that may illustrate a general claim or support a premise, but it is only one statement rather than a complete structure of reasoning. Examples can be parts of arguments but are not synonymous with arguments as such.

In logical reasoning, the conclusion is the claim that the arguer wants the audience to accept. It is presented as being supported by one or more premises. The entire structure of the argument is organised so that the premises provide reasons for believing the conclusion. Hence the statement described in the stem is properly called the conclusion.

Option A:
Option A, premise, refers to a supporting statement that provides evidence or reasons for the conclusion. While premises are crucial components of an argument, they do not express the final claim being argued for. Therefore premise does not fit the description given.

Option B:
Option B is correct because conclusion designates the endpoint of the reasoning process, the statement for which support is being offered. When we evaluate an argument, we specifically ask whether the premises, if true, make the conclusion acceptable. This role matches exactly what the question describes.

Option C:
Option C, example, is a particular instance used to illustrate or clarify a general claim. Examples can support understanding but are not, by themselves, the claim that the whole argument is structured to establish. Thus example is not the right label here.

Option D:
Option D, question, seeks information and is not usually assigned a truth value or treated as the final claim in an argument. While questions may motivate inquiry, they do not function as conclusions within standard logical analysis. Hence question is not appropriate.

Circular reasoning occurs when an argument's conclusion is already embedded, explicitly or implicitly, in its premises. Instead of providing independent support, the premises merely restate the claim in different words. This gives the illusion of justification while in fact assuming what needs to be demonstrated. Consequently, the argument fails to advance rational grounds for belief and is rightly criticised as circular.

Option A:
Option A is correct because circular arguments “go in a circle,” starting from what they purport to end with. Even if the conclusion is true, the reasoning does not help to establish it, since one can only accept the premises if one already accepts the conclusion.

Option B:
Option B, analogical, refers to arguments that reason from similarities between cases and can be strong or weak depending on the quality of the analogy. They are not inherently circular.

Option C:
Option C, probabilistic, describes reasoning that deals with degrees of likelihood rather than certainty, which is typical of inductive arguments but not necessarily flawed.

Option D:
Option D, deductive, names a broad class of arguments that aim for necessary support; some deductive arguments may be circular, but deduction as such is not defined by circularity.

Statements A, B, D and F correctly describe central ideas about arguments, validity and exam-based reasoning, while C and E are false. Premises are indeed offered as reasons, and validity guarantees that true premises cannot lead to a false conclusion. Deductive reasoning does claim necessary support, and identifying premises and conclusion is a key skill in evaluating arguments. C is wrong because soundness requires both validity and true premises, not merely a true conclusion, and E reverses the definition of invalidity. Therefore A, B, D and F only is the correct combination.

Option A:
Option A is correct because it includes all and only the true statements: A, B, D and F. It omits C, which misdefines soundness, and E, which mischaracterises invalid arguments. By grouping just these four, it faithfully reflects standard definitions used in logical reasoning. This makes Option A the accurate representation of the correct statements.

Option B:
Option B is incorrect because it includes E as if it were true. E claims that in an invalid argument it is impossible for premises to be true and conclusion false, which is actually the hallmark of validity, not invalidity. Adding this false statement to otherwise correct ones means the combination does not match the true set of statements.

Option C:
Option C is wrong because it accepts C along with A, B, D and F. C treats any argument with a true conclusion as sound, ignoring whether the premises are true or the reasoning is valid. Since soundness depends on both validity and true premises, including C makes this option logically unacceptable.

Option D:
Option D is incorrect because it omits A and includes both C and E, thereby excluding a basic description of premises while accepting two wrong definitions. Including C and E distorts the notions of soundness and invalidity, so this combination cannot represent the correct set of statements.

Inference is the core process through which we move from given information to a new claim that is taken to follow from it. In logic, premises are connected to a conclusion precisely by acts of inference. This process can be either deductive, aiming at necessity, or inductive, aiming at probability. Therefore the mental act described in the question is correctly termed inference.

Option A:
Option A is correct because inference specifically names the reasoning step that links premises to a conclusion. Whenever we argue that something must or is likely to be true based on other statements, we are performing an inference. This term is central to the study of logical reasoning and captures exactly what the stem describes.

Option B:
Option B, explanation, is concerned with clarifying why a statement that is already accepted is true, rather than deriving a new conclusion from premises. Explanations often assume the truth of what they explain and do not necessarily involve a structured inferential move. Hence explanation does not accurately name the general process of drawing conclusions from given statements.

Option C:
Option C, description, merely reports or depicts a situation without going beyond the information presented. A description can be detailed and accurate, yet it does not by itself generate a novel claim from other statements. Thus description does not match the idea of deriving a conclusion through reasoning.

Option D:
Option D, observation, refers to noticing or perceiving facts, usually through the senses, and is a source of information rather than a logical operation on statements. Observation may supply premises, but it is not the act of connecting those premises to a conclusion. Therefore observation is not the correct choice.

Statement A is correct: arguments have premises and a conclusion. Statement B is true: indicator words help identify roles. Statement C is true: validity is about form, so with false premises the conclusion can be false even if the argument form is valid. Statement D is false because a true conclusion does not guarantee validity. Statement E is false since irrelevant information does not strengthen logical support. Therefore, A, B and C only are correct.

Option A:
Option A is incomplete because it omits C (validity vs truth nuance).

Option B:
Option B is wrong because it includes D (false) and omits C.

Option C:
Option C is correct as it includes all true statements and excludes D and E.

Option D:
Option D is incorrect because it includes E (false) and omits A.

Statements A, B, C and E correctly describe the roles of premises and conclusions and the value of recognising them in exam questions. Statement D is false because the mere presence of indicator words does not guarantee validity; the logical relation between premises and conclusion must still be assessed. Statement F is false since conclusions can occur at the start of a passage and be supported by reasons that follow. Thus the combination A, B, C and E only captures all and only the true statements.

Option A:
Option A is correct because it includes all the true statements and excludes the two false ones, D and F. It recognises indicator words as helpful but not sufficient for validity. It also notes the exam-oriented importance of identifying premises and conclusions accurately.

Option B:
Option B is incorrect since it includes D, which wrongly treats any text with “because” and “therefore” as a valid argument. Validity depends on structure, not just vocabulary. Therefore this option mixes true and false statements.

Option C:
Option C is wrong because it omits A, leaving out the basic relationship between premises and conclusions, and includes F, which mistakenly bans conclusions from initial positions. This makes the combination incomplete and partly false.

Option D:
Option D is incorrect as it replaces B with F, thereby losing an accurate point about premise indicators and adding a false claim about conclusion placement. Because it does not gather all the true statements, it cannot be accepted as correct.

In an argument, the conclusion is the main claim that the author wants the reader to accept on the basis of supporting reasons. Here, the factual observation about students who attend regularly and score high functions as the evidence. From this observation, the writer infers a general statement about the role of regular attendance in academic success. That generalised statement is what the premises are intended to support, so it is the conclusion.

Option A:
Option A presents the general claim that is being supported by the preceding observation, not the observation itself. It captures the “therefore” part of the reasoning and summarises the main point the argument is trying to establish.

Option B:
Option B reports the empirical basis of the argument and therefore functions as a premise, not the final point to be proved.

Option C:
Option C adds the stronger claim that success always requires attendance, which goes beyond the stated conclusion and is not actually asserted.

Option D:
Option D introduces a claim about marks being the only sign of success, which is not mentioned in the argument and cannot be its conclusion.