рдЪрд╛рд░ рдХрдерди X, Y, Z рдФрд░ W рд╣реИрдВред рдЙрдирдХреЗ рд╕рдВрдмрдВрдзреЛрдВ рдХрд╛ рд╡рд░реНрдгрди рдирд┐рдореНрдирд▓рд┐рдЦрд┐рдд рд╣реИ :
рдпрджрд┐ X рдЧрд▓рдд рд╣реИ, рддреЛ Z рднреА рдЧрд▓рдд рд╣реИ; рдпрджрд┐ Y рдЧрд▓рдд рд╣реИ, рддреЛ W рд╕рд╣реА рд╣реИ; рдпрджрд┐ W рд╕рд╣реА рд╣реИ, рддреЛ X рдЧрд▓рдд рд╣реИред
рдирд┐рдореНрдирд▓рд┐рдЦрд┐рдд рдореЗрдВ рд╕реЗ рдХреМрди-рд╕рд╛/рдХреМрди-рд╕реЗ рд╕рд╣реА рд╣реИ/рд╣реИрдВ?
- I.рдпрджрд┐ X рд╕рд╣реА рд╣реИ, рддреЛ Y рднреА рд╕рд╣реА рд╣реИред
- II.рдпрджрд┐ Z рд╕рд╣реА рд╣реИ, рддреЛ рдпрд╣ рдЖрд╡рд╢реНрдпрдХ рдирд╣реАрдВ рд╣реИ рдХрд┐ Y рд╕рд╣реА рд╣реИред
рдиреАрдЪреЗ рджрд┐рдП рдЧрдП рдХреВрдЯ рдХрд╛ рдкреНрд░рдпреЛрдЧ рдХрд░ рдЙрддреНрддрд░ рдЪреБрдирд┐рдПред
Read this question in English
There are four statements X, Y, Z and W. Their relations are as follows:
If X is incorrect, then so is Z; if Y is incorrect, then W is correct; if W is correct, then X is incorrect.
Which of the following is/are correct?
I. If X is correct, then so is Y.
II. If Z is correct, then it is not necessary that Y is correct.
Select the answer using the code given below.
(a) I only ┬╖ (b) II only ┬╖ (c) Both I and II ┬╖ (d) Neither I nor II
рдЙрддреНрддрд░ рдФрд░ рд╡реНрдпрд╛рдЦреНрдпрд╛ ┬╖ explanation in English
Answer: (a) рдХреЗрд╡рд▓ I
Flip each rule into its contrapositive: Z correct тЖТ X correct тЖТ W incorrect тЖТ Y correct. So X correct forces Y correct (I holds), and Z correct also forces Y correct, which makes II wrong.
- Rule 1: X incorrect тЖТ Z incorrect; contrapositive: Z correct тЖТ X correct.
- Rule 3: W correct тЖТ X incorrect; contrapositive: X correct тЖТ W incorrect.
- Rule 2: Y incorrect тЖТ W correct; contrapositive: W incorrect тЖТ Y correct.
- Chain: Z correct тЖТ X correct тЖТ W incorrect тЖТ Y correct.
- I: X correct тЖТ Y correct тАФ true. II: Z correct forces Y correct, so 'not necessary' is false.
- тЬУ I X correct тЖТ W incorrect (rule 3) тЖТ Y correct (rule 2).
- тЬЧ II Z correct тЖТ X correct (rule 1) тЖТ Y correct; so Y is necessarily correct.
Remember ┬╖ 'If P then Q' equals 'if not Q then not P'. Rewrite each rule this way and chain them.
Question and answer: UPSC's provisional GS Paper II (2026, Series A) тАФ paper тЖЧ ┬╖ answer key тЖЧ. Explanation: Minimalist IAS, checked 30 Sept 2026 (how we verify). Permalink ┬╖