IBPS PO Quantitative Aptitude Quiz- 9

IBPS PO Quantitative Aptitude Quiz

Quantitative Aptitude is a very essential and scoring section of almost every competitive exam. To help you all score better in the exams, we are providing you with the IBPS PO Quantitative Aptitude Quiz. In this IBPS PO Quantitative Aptitude Quiz, candidates will be given a full explanation of each question. This IBPS PO Quantitative Aptitude Quiz contains a variety of questions ranging from easy to difficult level. This IBPS PO Quantitative Aptitude Quiz includes all of the most recent pattern-based questions, as well as Previous Year Quantitative Aptitude Questions from banking exams. This IBPS PO Quantitative Aptitude Quiz is available to you at no cost. This IBPS PO Quantitative Aptitude Quiz will assist aspirants in better understanding the topic and learning how to solve tricky problems. Candidates must try to solve this IBPS PO Quantitative Aptitude Quiz to enhance their preparation for upcoming exams.

1. A man divided a sum into three parts such the way first part is Rs. 3200 more than third part and 2000 more than second part respectively and all three parts I, II, and III are invested on S.I at the rate of 10%, 15% and 20% respectively for two years. If man got total interest of Rs. 10720, then find second part of sum?
(a) 10000Rs
(b) 16000Rs
(c) 12000 Rs.
(d) 14000Rs
(e) 15000Rs

Answer & Explanation
 

2. A 120m long train crossed two stations A and B in 14.4 sec and X sec respectively and length of station B is 1/3 rd more than that of station A. If speed of train 60km/hr and it crosses a tunnel in total (X+13.2) sec, then find the length of tunnel?
(a) 380 meters
(b) 350 meters
(c) 500 meters
(d) 320 meters
(e) 575 meters

Answer & Explanation

3. In a party three men prefer cold drink; five men prefer tea and seven men prefer coffee. If we have to choose one man at random from party, what is the probability that he is either the men who prefer coffee or the men who prefer cold drink?

Answer & Explanation

4. Sum of Areas of circle and rectangle is equal to 622 sq cm. The diameter of the circle is 14 cm. What is the sum of circumference of the circle and the perimeter of the rectangle if the length of rectangle is 26 cm?
(a)142cm
(b)132cm
(c)152cm
(d)140cm
(e)134cm

Answer & Explanation

5. A shopkeeper mark the price of article 40% above and gives two discount of 100/7 %and y% on M.P. if he got total profit which is equal to 1/10th of M.P of article, then find the value of y ?
(a) 5%
(b) 7%
(c) 6%
(d) 8%
(e) 4%

Answer & Explanation

Directions (6-10): Solve the following equations and mark the correct option.

Answer & Explanation

7. (I) x² + 20x + 91 = 0
(II) y² – 5y – 204 = 0
(a) if x>y
(b) if x≥y
(c) if y>x
(d) if y≥x
(e) if x=y or No relation can be established

Answer & Explanation
Ans. e
Exp.
(I) x² + 20x +91 = 0
x² + 13x + 7x + 91 = 0
x (x+13) + 7(x+13) = 0
(x+7) (x+13) = 0
x = – 13, – 7

(II) y² – 5y –204 = 0
y² – 17y + 12y –204 = 0
y(y–17) + 12 (y–17) = 0
(y+12) (y–17) = 0
y = –12, 17
⇒ No relation can be established between x and y

Answer & Explanation

9. (I) x² – 2x – 143 = 0
(II) y² + 39y + 378 = 0
(a) if x>y
(b) if x≥y
(c) if y>x
(d) if y≥x
(e) if x=y or No relation can be established

Answer & Explanation
Ans. a
Exp.
(I) x² –2x – 143 = 0
x² – 13x + 11x – 143 = 0
x (x–13) + 11 (x–13) = 0
(x–13) (x+11) = 0
x = –11, 13
(II) y² + 39 y + 378 = 0
y² + 21y + 18y + 378 = 0
y (y+21) +18 (y+21) = 0
(y+18) (y+21) = 0
y = –21, – 18
⇒ x > y

10. (I) x² – x – 156 = 0
(II) y² –50y + 621 = 0
(a) if x>y
(b) if x≥y
(c) if y>x
(d) if y≥x
(e) if x=y or No relation can be established

Answer & Explanation
Ans. c
Exp.
(I) x²– x – 156 = 0
x² –13x + 12x –156 = 0
x (x–13) + 12 (x–13) = 0
(x+12) (x–13) = 0
x = –12, 13
(II) y² –50y + 621 = 0
y² – 27y – 23y + 621 = 0
y (y–27) –23(y–27) = 0
(y –27) (y–23) = 0
y = 23, 27
⇒ y > x

 

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