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RRB NTPC Graduate CBT 1 2024 · Shift 2

RRB NTPC Graduate CBT 1 10 Jun 2025 Shift 2 – Question Paper

99 questions · 99 marks · 90 minutes · +1 for a correct answer, −1/3 for a wrong one. With answer key and detailed solutions in Hindi and English.

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Paper pattern

SectionQuestionsMarks
General Awareness4040
Mathematics2929
General Intelligence and Reasoning3030

Sample questions from this paper

Q1.
Who won the 2024 Nobel Peace Prize for their significant contributions to global peace and disarmament efforts?
वैश्विक शांति और निरस्त्रीकरण प्रयासों में उल्लेखनीय योगदान के लिए 2024 का नोबेल शांति पुरस्कार किसने जीता?
  1. ANihon Hidankyo
  2. BAntonio Guterresएंटोनियो गुटेरेस
  3. CGreta Thunbergग्रेटा थनबर्ग
  4. DAl Goreअल गोर
Show answer

Concept: The 2024 Nobel Peace Prize went to an organisation, not an individual.

  1. It was awarded to Nihon Hidankyo, the Japanese grassroots movement of atomic-bomb survivors (Hibakusha) of Hiroshima and Nagasaki.
  2. It was honoured for its efforts to achieve a world free of nuclear weapons and for witness testimony that nuclear weapons must never be used again.
  3. Al Gore won in 2007 (with IPCC); Antonio Guterres and Greta Thunberg have not won it.

Yaad rakhein: Hidankyo = Hibakusha (bomb survivors) → nuclear disarmament → Peace 2024.

Answer: (A) Nihon Hidankyo

अवधारणा: 2024 का नोबेल शांति पुरस्कार किसी व्यक्ति को नहीं, एक संगठन को मिला।

  1. यह निहोन हिदानक्यो को मिला – हिरोशिमा और नागासाकी के परमाणु बम पीड़ितों (Hibakusha) का जापानी जन-आंदोलन।
  2. इसे परमाणु हथियार-मुक्त विश्व के प्रयासों और गवाहियों के लिए सम्मानित किया गया।
  3. अल गोर को 2007 में (IPCC के साथ) मिला था; गुटेरेस और ग्रेटा थनबर्ग को नहीं।

याद रखें: Hidankyo = Hibakusha → परमाणु निरस्त्रीकरण → शांति 2024।

उत्तर: (A) निहोन हिदानक्यो

RRB NTPC Graduate CBT 1General AwarenessNobel Prize 2024
Q41.
C is the third proportional of 44 and B. If B is the sum of the first three even natural numbers, then find the value of C.
(Round off your answer to two decimal places)
C, 44 और B का तृतीयानुपाती है। यदि B पहली तीन सम प्राकृत संख्याओं का योग है, तो C का मान ज्ञात कीजिए।
(अपना उत्तर दशमलव के दो स्थानों तक पूर्णांकित कीजिए)
  1. A3.27
  2. B0.98
  3. C1.98
  4. D4.58
Show answer

Concept: If a:b=b:c, then c is the third proportional: c=b2a.

  1. First three even natural numbers: 2+4+6=12, so B=12.
  2. C=B244=14444.
  3. 14444=3611=3.2727…≈3.27.

Trick: Third proportional =(middle)2first.

Answer: (A) 3.27

अवधारणा: यदि a:b=b:c हो, तो c तृतीय समानुपाती है: c=b2a।

  1. पहली तीन सम प्राकृत संख्याएँ: 2+4+6=12, अतः B=12।
  2. C=B244=14444।
  3. 14444=3611=3.2727…≈3.27।

ट्रिक: तृतीय समानुपाती =(मध्य)2प्रथम।

उत्तर: (A) 3.27

RRB NTPC Graduate CBT 1MathematicsThird proportional
Q70.
Rajesh ranked 17th from the top and 44th from the bottom in his class. How many students are there in his class?
राजेश अपनी कक्षा में ऊपर से 17वें और नीचे से 44वें स्थान पर था। उसकी कक्षा में कितने छात्र हैं?
  1. A61
  2. B60
  3. C59
  4. D62
Show answer

Concept: Total persons =(rank from top)+(rank from bottom)−1, because the person is counted twice.

  1. Rank from top =17, rank from bottom =44.
  2. Total =17+44−1=60.

Trick: Add both ranks and subtract 1.

Answer: (B) 60

अवधारणा: कुल व्यक्ति =(ऊपर से रैंक)+(नीचे से रैंक)−1, क्योंकि वह व्यक्ति दो बार गिना जाता है।

  1. ऊपर से रैंक =17, नीचे से रैंक =44।
  2. कुल =17+44−1=60।

ट्रिक: दोनों रैंक जोड़ें और 1 घटाएँ।

उत्तर: (B) 60

RRB NTPC Graduate CBT 1General Intelligence and ReasoningRanking

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