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General Aptitude Test 5

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General Aptitude Test 5
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  • Question 1
    1 / -0
    If F = 7, H = 343, J = 16807 then I + G = _______.
    Solution

    7

    ?

    343

    ?

    1607

    F

    G

    H

    I

    J

    71 = 3

    72 = 49

    73 = 343

    74 = 2401

    75 = 16807

     

    I + G = 49 + 2401 = 2450

  • Question 2
    1 / -0

    A shaving set company sells 4 different type of razors. Elegance, Smooth, Soft and Exceutive. Elegance sells at Rs. 48, Smooth at Rs. 63, Soft at Rs. 78 and Executive at Rs. 173 per piece. The table below shows the numbers of each razor sold in each quarter of a year.

    Quarter/Product

    Elegance

    Smooth

    Soft

    Executive

    Q1

    27300

    20009

    17602

    9999

    Q2

    25222

    19392

    18445

    8942

    Q3

    28976

    22429

    19544

    10234

    Q4

    21012

    18229

    16595

    10109

     

    Which product contributes the greatest fraction to the revenue of the company in that year?

    Solution

    Quarter/Product

    Elegance

    Smooth

    Soft

    Executive

    Q1

    27300

    20009

    17602

    9999

    Q2

    25222

    19392

    18445

    8942

    Q3

    28976

    22429

    19544

    10234

    Q4

    21012

    18229

    16595

    10109

    Total Sale

    102510

    80059

    72186

    39284

    Total revenue

    4920480

    5043717

    5630508

    6796132

     

    From the revenue numbers it is clear that the maximum revenue is by sale of executive type razor.

  • Question 3
    1 / -0
    If a prime number on division by 4 gives a remainder of 1, then that number can be expressed as
    Solution

    A prime number on division by 4 gives a remainder of 1

    Let the prime number is x.

    Now, we can express the number as

    x = 4n + 1

    Let us consider the prime numbers that satisfies the above equation i.e. x = 5, 13, 17, 29, 37, 41, 53, …

    x = 5 = 12 + 22

    x = 13 = 22 + 32

    x = 17 = 12 + 42

    x = 29 = 22 + 52

    x = 37 = 12 + 62

    x = 41 = 42 + 52

    x = 53 = 22 + 72

    Therefore, x can be expressed as the sum of squares of two natural numbers.
  • Question 4
    1 / -0

    In a school, 60% of students play cricket. A student who does not play cricket, plays football. Every football player has got a two-wheeler. Which of the following conclusions cannot be drawn from the above data?

    1. 60% of the students do not have two-wheelers

    2. No cricketer has a two-wheeler

    3. Cricket players do not play football

    Select the correct answer using the code given below:
    Solution

    In a school, 60% of students play cricket.

    A student who does not play cricket, plays football.

    Every football player has got a two-wheeler.

    1. 60% of the students do not have two-wheelers: Every football player has got a two-wheeler. It doesn’t mean that the students who play cricket don’t have two-wheelers. So, it is not definitely true.

    2. No cricketer has a two-wheeler: Every football player has got a two-wheeler. It doesn’t mean that the students who play cricket don’t have two-wheelers. So, it is not definitely true.

    3. Cricket players do not play football: In a school, 60 % of students play cricket. A student who does not play cricket, plays football. But there is no information about whether the students playing cricket plays football or not. So, it is not definitely true.

    So, we cannot draw any conclusion from the given data.
  • Question 5
    1 / -0

    A traveller to the town reaches a crossroad. Upon asking residents A, B and C for directions to a certain destination, he gets the following responses.

    A: turn left

    B: do not turn left

    C: go straight

    If only one among A, B and C is truthful, the traveller
    Solution

    Given that only one among A, B and C is truthful.

    Case 1: A is truthful

    A: turn left → it means we need to turn left

    B: do not turn left → it means we need to turn left

    C: go straight → it means we need to turn left or right

    Conclusion: A is truthful, and we need to turn left

    Case 2: B is truthful

    A: turn left → it means we need to turn right or go straight

    B: do not turn left → it means we need to turn right or go straight

    C: go straight → it means we need to turn left or right

    Conclusion: B is truthful, and we need to turn right

    Case 3: C is truthful

    A: turn left → it means we need to turn right or go straight

    B: do not turn left → it means we need to turn left

    C: go straight → it means we need to go straight

    Conclusion: The statements are contradicting each other and hence the C is not truthful.

    Final conclusion: As it satisfies first two cases, he will not be able to decide between going left or right.
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