Start learning →

In p implies q, p is described as:

AA necessary condition for q
BThe negation of the q
CThe converse of the q
DA sufficient condition for q
Answer & Solution
Correct answer: D. A sufficient condition for q
1. Knowing p is enough to conclude q. 2. q is the necessary condition for p. 3. So p is sufficient for q. _Source: syllabus Mathematics, Chapter 14, Mathematical Reasoning._
Practise this question with Quill — CAT →

Keep practising LR — Syllogisms

Browse all LR — Syllogisms questions for CAT, or explore more Logical Reasoning topics.

Start a LR — Syllogisms lesson →
Related questions
Logical reasoning bingoType the numberSort negation, converse and contrapositiveConnective or quantifierSlice the reasoning wordsRun the logic formsPop the logic wordsCatch the statements