Dear Aspirants, Our IBPS Guide team is providing new pattern Quantitative Aptitude Questions for **IBPS Clerk Mains 2019** so the aspirants can practice it on a daily basis. These questions are framed by our skilled experts after understanding your needs thoroughly. Aspirants can practice these new series questions daily to familiarize with the exact exam pattern and make your preparation effective.

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**IBPS Clerk Mains Quantitative Aptitude Questions 2019 â€“ (Day-5)**

**Directions (1 – 5): Read the following passage carefully and answer the given questions.**

**I)** In an institute X, there are four courses i.e. Engineering, Science, Arts and Commerce. Number of candidates enrolled in Science course is 1080 while that in Arts course is 880. The number of girls in Engineering course is 50% more than number of boys in Arts.

**II)** The number of boys in Commerce is 33.33% more than number of girls in Science. The ratio of number of boys to number of Girls in Commerce course is 4: 3.

**III)** There are **(A)** girls in Arts course which is half of number of boys in Science course which is half of number of girls in Engineering course. The ratio of number of boys in all courses to that of number of girls is **(B): (C)**. Number of candidates enrolled in Commerce course is 25% of total candidates enrolled in all the courses together.

(NOTE: Total Candidates = Number of boys + Number of girls)

**1) Which of the following is true as per the information provided in the passage?**

a) A = 300; B>C

b) A= 240; B<C

c) A =300; B<C

d) A = 240; B>C

e) None of these

**2) If there is another course of Management in which number of boys is 50% of number of girls in Science and total number of candidates in it are 25% less than number of total candidates in Arts. Number of girls in Management is D. Then **

a) A > D

b) A < D

c) A â‰¥ D

d) A â‰¤ D

e) A = D

**3) If in next year, there is an increase of 10% in number of boys in Engineering & Science both while number of girls remain same. What will be the ratio of number of boys in Engineering candidates to number of Science candidate in next year?**

a) 149: 70

b) 298: 141

c) 296: 141

d) 99: 47

e) 74: 35

**4) If there would be no course of Science but total candidates remain same such that all boys and girls are equally divided in all the three remaining courses. What would be the ratio number of boys in Engineering & Arts together to number of girls in Arts & Commerce together?**

a) 57: 53

b) None of these

c) 2: 1

d) 55: 31

e) 56: 31

**5) What is the percentage of number of boys in Science & Commerce together as compared to number of girls in Engineering & Arts together?**

a) 106.67 %

b) 105 %

c) 110 %

d) 103.25 %

e) 107.5 %

**Application Sums **

**6) Tinu, Rinu and Minu started the business with the investment of Rs.5000, Rs.8000 and Rs.6000 respectively. At the end of business the total profit is Rs.4500. If Tinuâ€™s profit share is Rs.500 more than that of Minuâ€™s profit share and Rinuâ€™s profit share is Rs.1000 more that of Minu, then what is the ratio of the investment period of Tinu, Rinu and Minu?**

a) 18: 15: 10

b) 12: 11: 9

c) 17: 13: 8

d) Cannot be determined

e) None of these

**7) The selling price of Watch is Rs.920. The ratio of the marked price to cost price of the watch is 23: 20 and the ratio of the marked price to cost price of the Pen is 11: 10. If the ratio of the cost price of the watch to Pen is 2: 1 and the discount offers for watch is 20%, then what is the marked price of Pen?**

a) Rs.550

b) Rs.650

c) Rs.450

d) Rs.350

e) None of these

**8) Rahul invests Rs. x in scheme A which offers compound interest half yearly at 20% per annum for 2 years and he also invests the same amount in scheme B which offers compound interest at certain rate per annum for 2 years. If he received the total amount after 2 years from scheme A and B is equal, then find the rate offered by scheme B?**

a) 19%

b) 20%

c) 21%

d) Cannot be determined

e) None of these

**9) Ratio of the ages of A, B and C is 16: 8: 1 and after 8 years the ratio of the ages of A and C is 6: 1. If the product of the ages of B and D is 640 years and the difference between the ages of D and E is 16 years, then E is older than D, what is the average ages of E and C?**

a) 18 years

b) 20 years

c) 24 years

d) 22 years

e) None of these

**10) Ratio of the radius of the cone to circle is 1: 2 and the curved surface area of the cone is 396 cm ^{2}. If the circumference of the circle is 88 cm, then find the height of the cone?**

a) 3âˆš11 cm

b) 4âˆš11 cm

c) 5âˆš11 cm

d) 6âˆš11 cm

e) None of these

**Answers :**

**Directions Â (1 â€“ 5): **

**From I, **

Number of Candidates in Science course = 1080

Number of candidates in Arts course = 880

Let number of boys in Arts course = a

Number of girls in Engineering course = a+50/100Ã—a=1.5a

**From II,**

Let number of girls in Science course = 3b

Number of boys in Commerce course = 3b+33.33/100Ã—3b=4b

Number of girls in Commerce course = Â¾ Ã—4b=3b

**From III,**

Number of boys in Science course = Â½ Ã—1.5a=0.75a

Number of girls in Arts course = Â½ Ã—0.75a=0.375a

Now, 880=a+0.375aâŸ¹a=640

1080=0.75a+3bâŸ¹b=200

Total candidates in Commerce course = 4b+3b=7b=1400

Total candidates enrolled in all the courses together = 1400/25Ã—100=5600

Total candidates in Engineering course = 5600-(1080+880+1400)=2240

Number of boys in Engineering course = 2240-1.5a=1280

**1) Answer: d)**

A = number of girls in Arts = 240

B/C = (total number of boys)/(total number of girls)

= (1280+480+640+800)/(960+600+240+600)=3200/2400=4âˆ¶3

A= 240; B>C

**2) Answer: b)**

Number of boys in Management course = 50/100Ã—600=300

Total candidates in Management = 880-25/100Ã—880=660

Number of girls in Management course = D=660 â€“ 300=360

Clearly, A<D

**3) Answer: c)**

Number of candidates in Engineering in next year = 110/100Ã—1280+960=2368

Number of candidates in Science in next year = 110/100Ã—480+600=1128

Required ratio = 2368âˆ¶1128=296âˆ¶141

**4) Answer: e)**

Number of boys divided = 480/3=160

Number of girls divided = 600/3=200

Number of boys in Engineering & Arts together = 1280+160+640+160=2240

Number of girls in Arts & Commerce together = 240+200+600+200=1240

Required ratio = 2240âˆ¶1240=56âˆ¶31

**5) Answer: a)**

Number of boys in Science & Commerce together = 480+800=1280

Number of girls in Engineering & Arts together = 960 +240=1200

Required % = 1280/1200Ã—100=106.67%

**Directions (6-10) :**

**6) Answer: a)**

Total profit = Rs.4500

Tinu â€“ Minu = 500 ——– (1)

Rinu â€“ Minu = 1000 —— (2)

Tinu + Minu + Rinu = 4500 —— (3)

500 + Minu + Minu + 1000 + Minu = 4500

3Minu = 3000

Minu = Rs.1000

Tinu = 1000 + 500 = Rs.1500

Rinu = 1000 + 1000 = Rs.2000

Required ratio = 1500/5000: 2000/8000: 1000/6000

= 3/10: 1/4: 1/6

= 18: 15: 10

**7) Answer: a)**

CP of Watch = 2x

CP of Pen = x

SP of Watch = 920

Marked price of Watch = 920/80 * 100 = 1150

CP of Watch = 1150/23 * 20 = Rs.1000

CP of Pen = 1000/2 = 500

Marked price of Pen = 500/10 * 11 = Rs.550

**8) Answer: c)**

Compound amount = P * (1 + R/100)^{n}

x * (1 + 10/100)^{4} = x * (1 + R/100)^{2}

11^{4}/10^{4} = (1 + R/100)^{2}

121/100 = 1 + R/100

121 = 100 + R

R = 21%

**9) Answer: b)**

(16x + 8)/(x + 8) = 6/1

6x + 48 = 16x + 8

10x = 40

x = 4

Bâ€™s age = 8 * 4 = 32 years

B * D = 640

D = 20 years

E = 20 + 16 = 36 years

Câ€™s age = 4 years

Average = (36 + 4)/2 = 20 years

**10) Answer: c)**

Circumference of the circle = 2 * 22/7 * r

88 = 2 * 22/7 * r

r = 14 cm

Radius of the circle = 14 cm

Radius of the cone = 14 * Â½ = 7 cm

CSA of the cone = Ï€rl = 22/7 * r * l

396 = 22/7 * 7 * l

l = 18 cm

Height of the cone = âˆš(18^{2} â€“ 7^{2})

= 5âˆš11 cm