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Quantitative Aptitude Quiz 22 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. 22nd June 2020 RBI Assistant Mains Quiz Based on- Word Problem.                                          RBI Assistant Quantitative Aptitude Daily Mock:22nd June_50.1

Q1. The average age of five persons in a family is 24 years. There is a couple in the family whose ratio of ages is 4 : 5. If average age of other three members except that couple is one year more than the overall average age of all five members then what is the age of husband in couple? (age of husband > age of wife)

(a) 24 yrs.

(b) 25 yrs.

(c) 20 yrs.

(d) 23 yrs.

(e) 21 yrs.

Q2. Akshay starts working on a job and continues for 15 days and completes 36% of the work. To complete the work, he employs Monika and together they work for 20 days and completed the work.  What will be the efficiency ratio of Akshay and Monika ?

(a) 7 : 5

(b) 4 : 3

(c) 5 : 3

(d) 1 : 3

(e) 3 : 1

Q3. The average monthly expenditure of Ravi was Rs. 1100 during the first 3 months, Rs. 2200 during the next 4 months and Rs. 4620 during the subsequent five months of the year. If the total saving during the year was Rs. 2100, find Ravi’s average monthly income.

(a) Rs. 1858

(b) Rs. 3108.33

(c) Rs. 3100

(d) Rs. 3200

(e)  Rs. 2908.33

Q4. A man invests Rs. 1,200 at 10% p.a. At the end of the year he withdraws 30% of total amount and pays Rs. 24 as transaction fee from investment. At the end of 2nd year he withdraws 30% of the amount and pays Rs. 93 as transaction fee from investment. What is the balance at the end of the second year?

(a) Rs. 660

(b) Rs. 825

(c) Rs. 600

(d) Rs. 770

(e) Rs. 870

Q5. X started from a point A towards point B. After 2 hours, Y started from B towards A. By the time X travelled one-fifth of the total distance, Y had also travelled the same. If Y’s speed is thrice that of X’s speed, find the difference in the times (in hours) taken by X and Y to reach their destinations.

(a) 10

(b) 20

(c) 15

(d) 25

(e) 30

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