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IBPS PO – 2017 – Aptitude
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IBPS PO – 2017 – Aptitude
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  • Question 1/35
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    Directions (1–5): Study the graph carefully to answer the questions that follow —

    Que. If the profit earned by Company L in the year 2005 was Rs. 1.84 lakhs, what was the profit earned by the company in the year 2006?

    Solutions

    profit earned by the company in the year 2006 = 1.84 + 25% of 1.84 = 2.3 lakhs

     

  • Question 2/35
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    Directions (1–5): Study the graph carefully to answer the questions that follow —

    Que. Which of the following statements is true with respect to the above graph ?

    Solutions

    Since the graph gives percent increase in profit, it means the profits of companies were increasing through the given periods. Hence both the companies made highest profit in 2009.

     

  • Question 3/35
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    Directions (1–5): Study the graph carefully to answer the questions that follow —

    Que. What is the percentage increase in per cent rise in profit of Company M in the year 2009 from the previous year ?

    Solutions

    Required percentage = 15 / 20 * 100 = 75

     

  • Question 4/35
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    Directions (1–5): Study the graph carefully to answer the questions that follow —

    Que. If the profit earned by Company M in the year 2008 was Rs. 3.63 lakhs, what was the amount of profit earned by it in the year 2006 ?

    Solutions

    Let the profit earned by company M in the year 2006 be P. Then

     

  • Question 5/35
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    Directions (1–5): Study the graph carefully to answer the questions that follow —

    Que. If the ratio of profits of company L and M in 2004 was 5 : 6, then what was the ratio of their profits in 2005?

    Solutions

    Required ratio = ( 1.15 * 5 : 1.1 * 6 ) = 575 : 660 = 115 : 132

     

  • Question 6/35
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    One of the angles of a triangle is two-thirds of the sum of the adjacent angles of parallelogram. Remaining angles of the triangle are in the ratio 5:7.What is the value of second largest angle of the triangle?

    Solutions

    Sum of adjacent angles of a parallelogram=180°

    one angle of triangle = (2/3)×180°=120°

    sum of remaining two angles = 180-120=60°

    ∴second largest angle = (60/12)×7=35

     

  • Question 7/35
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    The average score of Rahul, Manish and Suresh is 63. Rahul’s score is 15 less than Ajay and 10 more than Manish. If Ajay scored 30 marks more than the average score of Rahul, Manish and Suresh, what is the sum of Manish’s and Suresh’s scores?

    Solutions

    Ajay’s score=63+30=93

    Rahul’s score=93-15=78

    Manish’s + Suresh’s score=63×3 -78

    =189-78=111

     

  • Question 8/35
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    The average speed of a train is 13 ⁄7 the average speed of a car. The car covers a distance of 588 km in 6 hours. How much distance will the train cover in 13 hours?

    Solutions

    Speed of the car= 588/6= 98km/hr

    Speed of train = (10/7)×98=140km/hr

    Distance covered by the train in 13 hours =

    140×13=1820km

     

  • Question 9/35
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    Raju runs 1250 metre on Monday and Friday. Other days he runs 1500 metre except for Sunday. (He does not run on Sunday). How many kilometer will he run in 3 weeks (first day starting from Monday)

    Solutions

    Raju runs on Monday and Friday=1250×2=2500m

    On Tuesday, Wednesday, Thursday and Saturday,

    Raju runs= 1500×4=6000m

    In one week Raju runs 6000+2500=8500m

    In 3 weeks Raju runs= 3×8500=25500m=25.5km

     

  • Question 10/35
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    The smallest side of right-angled triangle is 8cm less than the side of a square of perimeter 56cm. The second largest side of the right angled triangle is 4cm less than the length of the rectangle of area 96 sq cm and breadth 8cm. What is the largest side of the right angled triangle?

    Solutions

    side of the square = 56/4=14cm

    ∴smallest side of the triangle = 14-8=6cm

    Length of the rectangle =96/8=12cm

    second largest side of the triangle =12-4=8cm

    ∴largest side of the triangle =

    √(6²+8²)=√(36+64)=√100=10cm

     

  • Question 11/35
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    The profit earned after selling an article for Rs 996 is the same as the loss incurred after selling the article for Rs 894. What is the cost price of the article?

    Solutions

    CP=(996+894)/2= Rs 945

     

  • Question 12/35
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    Deepti invests 11% of her monthly salary i.e. Rs 5,236 in Fixed Deposits. Later she invests 19% of her salary on Life insurance policies. Also, she invests 7% of her monthly salary on Mutual funds. What is the total annual amount invested by Deepti?

    Solutions

    (11x/100)=5236

    =>x = Rs 47600(Monthly income)

    total monthly amount invested by Deepti =

    47600×(11+19+7)%

    =47600×(37/100)=Rs 17,612

    total annual amount invested by Deepti = 17612×12=

    Rs 2,11,344

     

  • Question 13/35
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    The product of two consecutive even numbers is 3248. Which is the larger number?

    Solutions

    Let larger number= x

    x × (x − 2) = 3248

    ∴ x = −56, 58

    i.e. larger number=58

     

  • Question 14/35
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    The difference between a two digit number and the number obtained by interchanging the two digits of the number is 9. If the sum of the two digits of the number is 15, then what is the original number?

    Solutions

    Let the number be 10x + y

    Then, after interchanging of digit we get

    10 x+ y −(10y + x) = 9

    ∴ x −y = 1 …………………(i)

    & given x + y = 9 ………….(ii)

    From (i) and (ii)

    x = 8, y = 7

    ∴ Number= 10 × 8+ 7 = 87 or 78

     

  • Question 15/35
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    Ratio of earnings of A and B is 4 : 5 respectively. If the earnings of A increase by 20% and the earnings of B decrease by 20%, the new ratio of their earnings became 6 : 5 respectively. What are A’s earnings?

    Solutions

    Let earning of A & B be 4x & 5x

    Then,

     

  • Question 16/35
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    What would be the compound interest on amount of Rs. 8000 at the rate of 15% per annum in three years?

    Solutions

    C.I.= 8000 (1+15/100)3− 8000 = 8000 ×23×23×23/20×20×20−8000 = Rs. 4167

     

  • Question 17/35
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    Ratio of upstream speed and downstream speed is 3 : 5. If a boat travels in upstream 22.5 km in 2:30 hrs, find the speed of boat in still water.

    Solutions

    Let upstream speed = 3x

    Downstream speed = 5x

    ∴

    22.5/3x= 22.5

    ∴ x = 3

    ∴ downstream speed= 5 × 3 = 15

    ∴ Speed of boat in still water =1/2 (15 +9)

    = 12 kmph

     

  • Question 18/35
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    A lent Rs. 5000 to B for 2 years and Rs. 3000 to C for 4 years on simple interest at the same rate of interest and received Rs. 2200 in all from both of them as interest. The rate of interest per annum is:

    Solutions

    5000×r×2 / 100 + 3000×4×r / 100= 2200

    22000r = 22000 × 10

    r = 10%

     

  • Question 19/35
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    A certain number of men can finish a piece of work in 100 days. If however there were l0 men less, it would take another 10 days to finish the work. How many men were there originally?

    Solutions

    x × 100 = (x − 10) × 110

    100x = 110x − 1100

    10x = 1100

    x = 110

     

  • Question 20/35
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    A sum of Rs. 6,000 is deposited for 3 years at 5% per annuam compound interest (compounded annually). The difference of interests for 3 and 2 years will be :

    Solutions

    For 2 year, C.I = 6000 (1 + 5 / 100)2 − 6000 = 615

    For 3 year, C.I. = 6000 (1 + 5 / 100)2 − 6000 = 945.75

    ∴ Required different = 330.75 Rs.

     

  • Question 21/35
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    Directions (21-25): Study the table carefully and answer the questions given below it.

    A sales executives travels in the following metros for promoting sales. In this way, he travels by road or by rail. The table shows the TA per km in different cities and distance travelled in different cities.

    Que. In Mumbai, the distance travelled by road is what per cent of distance travelled by road in Bengaluru?

    Solutions

    In Mumbai, distance travelled by road = 18 / 25 × 3350 = 2412 km

     

  • Question 22/35
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    Directions (21-25): Study the table carefully and answer the questions given below it.

    A sales executives travels in the following metros for promoting sales. In this way, he travels by road or by rail. The table shows the TA per km in different cities and distance travelled in different cities.

    Que. What is the TA earned by him while travelling in Kolkata by rail?

    Solutions

    Distance travelled in Kolkata by rail= 3/19 × 4256 =

    672 km

    So, required TA= 672 × 12.90 = Rs. 8668.8

     

  • Question 23/35
    1 / -0

    Directions (21-25): Study the table carefully and answer the questions given below it.

    A sales executives travels in the following metros for promoting sales. In this way, he travels by road or by rail. The table shows the TA per km in different cities and distance travelled in different cities.

    Que. In which of the following cities does he travel maximum distance by rail?

    Solutions

    Distance covered by rail in Kolkata= 4256 × 3/ 19 = 672 km

     

  • Question 24/35
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    Directions (21-25): Study the table carefully and answer the questions given below it.

    A sales executives travels in the following metros for promoting sales. In this way, he travels by road or by rail. The table shows the TA per km in different cities and distance travelled in different cities.

    Que. TA earned by him in Lucknow by road and by rail are in approximately what ratio?

    Solutions

    Required ratio= TA by road in Lucknow / TA by rail in Lucknow =

    16.10×1 / 12.10×3 = 161 / 121×3 = 0.44 = 2 / 5 = 2 ∶ 5

     

  • Question 25/35
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    Directions (21-25): Study the table carefully and answer the questions given below it.

    A sales executives travels in the following metros for promoting sales. In this way, he travels by road or by rail. The table shows the TA per km in different cities and distance travelled in different cities.

    Que. What is the total TA earned by him in Delhi and Lucknow?

    Solutions

    TA earned in Delhi By rail=11 / 12 × 432 × 12.60 = Rs. 4989.60

    By road=1 / 12 × 432 × 15.20 = Rs. 547.20

    TA earned in Lucknow

     

  • Question 26/35
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    Directions (26-30): What approximate value should come in place of question mark (?) in the following questions? (Note You are not expected to calculate the exact value )

    Que. 

    Solutions

     

  • Question 27/35
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    Directions (26-30): What approximate value should come in place of question mark (?) in the following questions? (Note You are not expected to calculate the exact value )

    Que. 

    Solutions

     

  • Question 28/35
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    Directions (26-30): What approximate value should come in place of question mark (?) in the following questions? (Note You are not expected to calculate the exact value )

    Que. 

    Solutions

     

  • Question 29/35
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    Directions (26-30): What approximate value should come in place of question mark (?) in the following questions? (Note You are not expected to calculate the exact value )

    Que. 

    Solutions

    ?= 12.25 + 18.6624 + 27.9841 = 58.8965 ≈ 59

     

  • Question 30/35
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    Directions (26-30): What approximate value should come in place of question mark (?) in the following questions? (Note You are not expected to calculate the exact value )

    Que. 

    Solutions

     

  • Question 31/35
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    Directions (31-35): What should come in place of question mark (?) in the following question?

    Que. 

    Solutions

    ? = 2 × (79)2 + 2 × (49)2 = 2 × [6241 + 2401] = 17284

     

  • Question 32/35
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    Directions (31-35): What should come in place of question mark (?) in the following question?

    Que. 

    Solutions

     

  • Question 33/35
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    Directions (31-35): What should come in place of question mark (?) in the following question?

    Que. 

    Solutions

     

  • Question 34/35
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    Directions (31-35): What should come in place of question mark (?) in the following question?

    Que. 

    Solutions

     

  • Question 35/35
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    Directions (31-35): What should come in place of question mark (?) in the following question?

    Que. 

    Solutions

     

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