airGurukul
Log in

RRB NTPC Undergraduate CBT 1 2025 · Shift 2

RRB NTPC Undergraduate CBT 1 7 May 2026 Shift 2 – Question Paper

100 questions · 100 marks · 90 minutes · +1 for a correct answer, −1/3 for a wrong one. With answer key and detailed solutions in Hindi and English.

Attempt online test Download free PDF
Test Series – airGurukul
Online testReal exam interface, timer, score, rank and review.Solved eBookEvery question with answer and step-by-step solution.Free PDFQuestion paper with answer key – no login needed.

Paper pattern

SectionQuestionsMarks
General Awareness4040
Mathematics3030
General Intelligence and Reasoning3030

Sample questions from this paper

Q1.
Which extremist leader authored the famous work, Gita Rahasya?
किस उग्रवादी (गरम दल के) नेता ने प्रसिद्ध कृति 'गीता रहस्य' की रचना की?
  1. ABipin Chandra Palबिपिन चंद्र पाल
  2. BAurobindo Ghoseअरविंद घोष
  3. CBal Gangadhar Tilakबाल गंगाधर तिलक
  4. DLala Lajpat Raiलाला लाजपत राय
Show answer

Concept: Bal Gangadhar Tilak wrote Shrimad Bhagavad Gita Rahasya while imprisoned in Mandalay (Burma) jail, 1908–1914.

  1. The book interprets the Gita as a call to selfless action (karma yoga).
  2. Tilak was one of the "Lal-Bal-Pal" trio of extremist leaders; Aurobindo wrote essays on the Gita, but not Gita Rahasya.

Yaad rakhein: Tilak → Gita Rahasya, Kesari, Mahratta; "Swaraj is my birthright".

Answer: (C) Bal Gangadhar Tilak

अवधारणा: बाल गंगाधर तिलक ने मांडले (बर्मा) जेल में 1908–1914 के दौरान श्रीमद्भगवद्गीता रहस्य लिखी।

  1. पुस्तक गीता को निष्काम कर्म (कर्मयोग) के आह्वान के रूप में प्रस्तुत करती है।
  2. तिलक "लाल-बाल-पाल" गरम दल त्रयी में थे; अरविंद घोष ने गीता पर निबंध लिखे, पर गीता रहस्य नहीं।

याद रखें: तिलक → गीता रहस्य, केसरी, मराठा; "स्वराज मेरा जन्मसिद्ध अधिकार है"।

उत्तर: (C) Bal Gangadhar Tilak

RRB NTPC Undergraduate CBT 1General AwarenessModern History – Extremist Leaders
Q41.
A student scores 75, 80 and 90 in three tests with weights 2,3 and 5 respectively. What is the weighted average score?
एक छात्र तीन परीक्षाओं में 75, 80 और 90 अंक प्राप्त करता है, जिनके भार क्रमशः 2, 3 और 5 हैं। भारित औसत अंक क्या है?
  1. A82
  2. B83
  3. C85
  4. D84
Show answer

Concept: Weighted average =∑(score×weight)∑weights.

  1. 75×2+80×3+90×5=150+240+450=840
  2. Total weight =2+3+5=10
  3. Weighted average =84010=84

Trick: Take 80 as base: deviations −5×2+0×3+10×5=40; 40÷10=4, so 80+4=84.

Answer: (D) 84

अवधारणा: भारित औसत =∑(अंक×भार)∑भार।

  1. 75×2+80×3+90×5=150+240+450=840
  2. कुल भार =2+3+5=10
  3. भारित औसत =84010=84

ट्रिक: 80 को आधार मानें: विचलन −5×2+0×3+10×5=40; 40÷10=4, अतः 80+4=84।

उत्तर: (D) 84

RRB NTPC Undergraduate CBT 1MathematicsWeighted Average
Q71.
Study the given diagram carefully and answer the question. The numbers in different sections indicate the number of persons. (NOTE: You have to take the given data to be true even if it seems to be at variance from commonly known facts.)
How many such Teachers are there who are also Dentists but not Surgeons?
दिए गए आरेख का ध्यानपूर्वक अध्ययन कीजिए और प्रश्न का उत्तर दीजिए। विभिन्न भागों में दी गई संख्याएँ व्यक्तियों की संख्या दर्शाती हैं। (नोट: आपको दिए गए आँकड़ों को सत्य मानना है, भले ही वे सामान्यतः ज्ञात तथ्यों से भिन्न प्रतीत होते हों।)
ऐसे कितने शिक्षक (Teachers) हैं जो दंत चिकित्सक (Dentists) भी हैं परंतु शल्य चिकित्सक (Surgeons) नहीं हैं?
  1. A14
  2. B5
  3. C29
  4. D16
Show answer

Concept: In a three-circle Venn diagram, "Teachers who are also Dentists but not Surgeons" is the part of the Teacher–Dentist overlap that lies outside the Surgeons circle.

  1. The Teachers and Dentists circles overlap in two regions: one inside Surgeons (23) and one outside Surgeons (29).
  2. We need only the region outside the Surgeons circle → 29.
  3. 14 = only Teachers, 16 = Teachers and Surgeons only, 5 = only Surgeons – none of these fit the condition.

Trick: "A and B but not C" → take the A∩B lens and drop the central (all-three) number.

Answer: (C) 29

अवधारणा: तीन वृत्तों के वेन आरेख में "ऐसे Teachers जो Dentists भी हैं पर Surgeons नहीं" = Teacher–Dentist के उभयनिष्ठ भाग का वह हिस्सा जो Surgeons वृत्त के बाहर है।

  1. Teachers और Dentists वृत्त दो क्षेत्रों में मिलते हैं: एक Surgeons के अंदर (23) और एक Surgeons के बाहर (29)।
  2. हमें केवल Surgeons वृत्त से बाहर वाला क्षेत्र चाहिए → 29।
  3. 14 = केवल Teachers, 16 = Teachers और Surgeons, 5 = केवल Surgeons – ये शर्त पूरी नहीं करते।

ट्रिक: "A और B पर C नहीं" → A∩B वाला हिस्सा लें और बीच वाली (तीनों की) संख्या छोड़ दें।

उत्तर: (C) 29

RRB NTPC Undergraduate CBT 1General Intelligence and ReasoningVenn diagram – reading regions

See all 100 solutions

More RRB NTPC Undergraduate CBT 1 papers

Download our app

Study smarter with the airGurukul App

Your complete exam-prep companion - classes, practice, and progress tracking.

Learn anytime, anywhere - live classes, tests, notes, and updates in one place.

GET IT ONGoogle Play

Have a query? We’re here to help

Fill out the form and our team will get back to you as soon as possible.

  • Ask your questions related to admission, courses, fees, or facilities
  • Share your details so our team can contact you easily
  • Get accurate information from our support team
  • Quick and simple form submission process
Talk to a counsellor: +91-7042559948 info@airgurukul.com

All fields marked * are required.