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Quantitative Aptitude Quiz 4 June- Daily Quantitative Aptitude Quiz for RBI Assistant Mains 2020

Quantitative Aptitude is one of the scoring sections of the bank examination. If you clear your basics and practice more and more quizzes and also follow a proper study plan, you can easily crack the exam. RBI Assistant Exam is one of the most prestigious exams in the Banking Sector. 4th June 2020 RBI Assistant Mains Quiz Based on- SI & CI, Probability and Permutation & Combination.                                          RBI Assistant Quantitative Aptitude Daily Mock:4th June_3.1

Q1. The simple interest (p.a.) accrued on an amount of Rs 17,000 at the end of four years is Rs 6,800. What would be the compound interest (compounded annually) accrued on the same amount at the same rate in two years?

(a) Cannot be determined

(b) Other than those given as option

(c) Rs 3570

(d) Rs 3260

(e) Rs 3980

Q2.  A invested X Rs. in a scheme P for two year which offered simple at the rate of 15% per annum and Q invested (X + 2500) Rs. in another scheme for same period of time, which offered compound interest at the rate of 20% per annum. If from both scheme P and Q got total interest of Rs. 14050, then find the value of X?

(a) 12500 Rs.

(b) 15500 Rs.

(c) 14500 Rs.

(d) 10500 Rs.

(e) 17500 Rs.

Q3.  What is the probability of making a five digits number which is divisible by 5 by using out of 0, 1, 2, 4, 5, 6, 8, 9, without repeating any digit?

(a) 31/49

(b) 41/49

(c) 21/48

(d) 17/49

(e) 13/49

Q4. How many permutations can be made using the letters of the word ‘BHATNAGAR’ such that ‘N’ always comes in the middle and B and R always comes at extreme end places (Repetition of letters is not allowed)?

(a) 640

(b) 720

(c) 360

(d) 240

(e) 520

Q5. A woman goes to visit the house of some friend whom she has not seen for many years. She knew that besides the two married adults in the household, there are two children of different ages, But she does not know their genders. When she knocks on the door of the house, a boy answer. What is the probability that the younger child is a boy?

(a)  2/3

(b)  1/2

(c)  1/3

(d)  1/4

(e)  2/4

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