IBPS RRB Clerk Memory Based Question Paper 2024 on 10th August
Priyanka Dahima13 Aug, 2024
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IBPS RRB Clerk Memory Based Question Paper 2024 : The IBPS RRB Clerk Prelims Exam 2024 has begun with the successful completion of the August 10th scheduled IBPS RRB Clerk Exam 2024. The first exam day offers insight into the kinds of questions given, their degree of difficulty, and the general format of the test, with thousands of students showing up across many centers.
To help candidates who need to take the test in the next shifts on 17th and 18th August 2024, the PW team has put together the IBPS RRB Clerk Memory Based Question Paper 2024. Memory-based documents have been made available based on the article presented on 10th August 2024. Scroll down the article to get the IBPS RRB Clerk Memory-Based Paper.IBPS RRB Clerk Memory Based Question Paper 2024
A candidate's performance in competitive exams depends on how well they prepare using IBPS RRB Clerk Memory Based Question 2024. Candidates will benefit from the memory question paper pdf to understand the difficulty level of the exam. These bank exam memory questions pdf will be useful for first-timers and seniors. You can increase your speed and accuracy by practicing more with the IBPS RRB Clerk Memory Based Question Paper 2024. Till the attempt link of IBPS RRB Clerk Memory Based Paper 2024 gets active, candidates can practice the questions listed down belowQ1 Study the following information carefully and answer the questions accordingly. Seven people A, B, C, D, E, F, and G live in a seven-storey building, but not necessarily in the same order. The lowermost floor is numbered 1 and the topmost floor is numbered 7. F lives on the middle floor of the building. There is only one floor between F and G. B lives on an even-numbered floor. There is only a two-floor gap between B and D. A lives above E but below C. E does not live near to B. E lives on which of the following floors?
(A) 6th floor (B) 3rd floor (C) 1st floor (D) 2nd floor (E) None of these Ans: C
Q2. A 640 metre long train takes 160 seconds more to cross a platform twice its length than it takes to cross a pole at the same speed. What is the speed of the train in metre/second?
(A) 16 (B) 8 (C) 10 (D) Cannot be determined (E) none of these Solution: ⇒ Let the speed of the train be x m /sec ⇒ Length of platform = 2 640 = 1280 ⇒ Total length = 1280 + 640 = 1920 ⇒ (1920 / x) – (640 / x) = 160 ⇒ 1280 / x = 160 ⇒ x = 1280 / 160 ∴ x = 8 m/secQ3. Find value of (?) in the following question.
20% of 36 + 40% of 60 = ?
(A) 31.2 (B) 30.2 (C) 25.2 (D) 22.2 (E) None of these Solution: 20% of 36 + 40% of 60 = ? 7.2 + 24 = ? ? = 31.2Q4. Find the missing term.
125, 80, 45, ?, 5
(A) 50 (B) 20 (C) 25 (D) 17 (E) 19 Solution: Pattern of the series is as follows: 125 80 45 20 5 -45 -35 -25 -15 +10 +10 +10 ? = 20 ∴ The answer is 20Q5. Find the missing term.
37 , ? , 103 , 169 , 257 , 367
(A) 71 (B) 55 (C) 67 (D) 59 (E) 61 Text Solution: Pattern of the series is as follows : 37 + 22 1 = 59 59 + 22 2 = 103 103 + 22 3 = 169 169 + 22 4 = 257 257 + 22 5 = 367 ? = 59 ∴ The answer is 59Q6. Directions: Find the missing number in the following number series.
3, 83, 152, 208, 249 , ? (A) 280 (B) 320 (C) 265 (D) 351 (E) 273 Solution
Q7. Sita and Gita can do a work in 30 days and 50 days respectively. Sita started the work and left after 3 days. Gita took over and completed the work. In how many days was the total work completed?
(A) 12 days (B) 24 days (C) 36 days (D) 48 days (E) None of these Solution: LCM(30,50) = 150 ( Total work ) Sita’s one day’s work= 5 Sita’s 3 day’s work = 15 Work left= 150 - 15 = 135 Gita's one day’s work= 3 Gita's can do work in = days So total days = 45+3 = 48 daysQ8. How many numbers between 90 and 750 could be divisible by 8?
(A) 102 (B) 82 (C) 92 (D) 70 (E) None of theseSolution: Given: The numbers exist between 90 and 750 that are divisible by 8.
According to the arithmetic progression (A.P.) formula: .Here, and are the first and term in the sequence, and is the common difference between terms. Calculation: The numbers are between 90 and 750, divisible by 8: 96, 104, 112, 120,.........., 744. Where, and Therefore, there are 82 numbers between 90 and 750 that can be divided by 8.Q9. Normal speed of the Scooter driven by Sneha covers a distance in 8 hours. When the speed of the Scooter is increased by 10 kmph the same distance can be covered in 6 hours. Find the distance?
(A) 120 km (B) 160 km (C) 200 km (D) 240 km (E) None of these Solution: Distance = speed time Let the distance is = X The difference in speed is given = 10 kmph Therefore, X/6 - x/8 = 10 X = 240 kmQ10. Study the following series carefully and answer the questions accordingly. A L O W N Z F R C P W O E N V I U L B Q O D N H X Q O V E U If all the vowels are dropped then which of the following letters is 8th from the left end? (A) C
(B) P (C) N (D) W (E) None of these Solution: A L O W N Z F R C P W O E N V I U L B Q O D N H X Q O V E U Now, All the vowels are dropped L W N Z F R C P W N V L B Q D N H X Q V Now, 8th from left end is “P”
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