RBI Assistant Quantitative Aptitude Daily Mock:25th May

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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. 25th May 2020 RBI Assistant Mains Quiz Based on- Word Problem and Missing Series.

Q1. In a will, signed by a man for his 2 sons, Rs 18750 is divided and deposited in bank at 5% pa S.I in such a way that his two sons of 12 and 14 years of age receives same money when they attain maturity at 18 years age. Find the sum allotted at present to each son.

(a) Rs 9000, Rs 9750

(b) Rs 8000, Rs 10750

(d) Rs. 10000, Rs. 8750

(e) None of these

Q2. A tank is to be filled with water through five pipes. The first pipe can fill it in 40 minutes; the second, the third and the fourth together can fill it in 10 minutes; the second, the third and the fifth fill it in 20 minutes; the fourth and the fifth together in 30 minutes. In what time will the tank be filled if all the five pipes work simultaneously?

Q3. Rohit bought 20 soaps and 12 toothpastes. He marked-up the soaps by 15% on the cost price of each, and the toothpastes by Rs. 20 on the cost price each. He sold 75% of the soaps and 8 toothpastes on marked price and made a profit of Rs. 385. If the cost of a toothpaste is 60% the cost of a soap and he got no return on unsold items, what was his overall profit or loss?

(a) Loss of Rs. 355

(b) Loss of Rs. 210

(d) Profit of Rs. 350

(e) profit of Rs. 325

Q4. Sandeep after travelling 50 km meets a swami who suggests him to go slower. He then proceeds at ¾ of his former speed and arrives at his destination 35 minutes late. Had the meeting occurred 24 km further Sandeep would have reached its destination 25 minutes late. Find the initial speed of Sandeep.

(a) 48 km/hr

(b) 36 km/hr

(d) 58 km/hr

(e) 60 km/hr

Q5. A tank of 3600 cu m capacity is being filled with water. The delivery of the pump discharging the tank is 20% more than the delivery of the pump filling the same tank. As a result, twelve minutes more time is needed to fill the tank than to discharge it. Determine the rate of delivery of the pump filling the tank.

(a) 40 m³/min

(b) 50 m³/min

(d) 80 m³/min

(e) 58 m³/min

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