Question 8 of 18 · Syllogism
Questionmedium
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NIMCET 2010

Select the alternative in which the third statement is implied by the first two statements.

Answer View answer ▾

Answer: Option B — All oranges are black. All figs are oranges. So all figs are black.

Detailed Solution

1

In (B), figs lie inside oranges and oranges lie inside black things, so all figs are black: the conclusion follows.

2

(A) Dogs and sick persons are both inside 'mad' but need not overlap. (C) The doors that are dogs may lie outside the windows. (D) Two negative statements give no conclusion.

✓ Check

In the diagram for (B) no fig can be placed outside 'black'.

⚠ Common trap

(A) treats 'both groups share a property' as 'one group is the other' (the undistributed middle).

figure

Quick tip

All A are B and all B are C give all A are C; two premises sharing only the predicate give nothing.

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More Logical Reasoning Questions

  1. Q1.Six persons A, B, C, D, E, and F are sitting in a row facing north. B sits third to the left of F. A sits to the immediate right of B. D sits second to the right of F. E sits to the immediate right of A. Who sits at the extreme right end?Linear Arrangement
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Syllogism — Preparation

This question tests your understanding of Syllogism, a key topic in the Logical Reasoning section. The detailed solution above uses a step-by-step approach to show the reasoning, and where available, a shortcut that helps you solve similar questions in under 90 seconds during the actual exam.

Syllogism questions give two or more statements and ask which conclusions follow from them. You must accept the statements as true, even if they contradict real-world facts. This topic covers statements with "All", "Some" and "No", "only a few" type statements, and possibility conclusions such as "Some A can be B". The Venn diagram method is the most reliable approach. Draw every possible arrangement that satisfies the statements, and accept a conclusion only if it holds in every diagram. A possibility conclusion follows if it is true in at least one valid diagram. Knowing the standard rules, such as "All + All = All" and "Some + All = Some", speeds things up once you are confident with the diagrams. Practise the syllogism questions below. Each solution includes a Venn diagram.