Self Studies

Logical Reasoni...

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  • Question 1
    3 / -1

    Directions For Questions

    Directions : Four different shaped cookies viz. circle, square, triangular and rectangle are kept along a horizontal line. More than three similar cookies must not be kept adjacent to each other. If a triangular cookie is immediately kept before a rectangular cookie then a circular cookie must be kept immediately after. A square shaped cookie is never kept adjacent to a circular cookie. If a rectangular cookie is immediately kept before a square shaped cookie then a triangular cookie must be kept immediately after. If two triangular cookies are adjacent to each other then a rectangular cookie must be kept immediately to the right of the two cookies. If there are only two slots between two square shaped cookies then the similar cookies must be kept between them.

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    Which of the following is the right possible sequence of cookies if there are only seven cookies in the arrangement and one type of cookie is used at least once ?

  • Question 2
    3 / -1

    Directions For Questions

    Directions : Four different shaped cookies viz. circle, square, triangular and rectangle are kept along a horizontal line. More than three similar cookies must not be kept adjacent to each other. If a triangular cookie is immediately kept before a rectangular cookie then a circular cookie must be kept immediately after. A square shaped cookie is never kept adjacent to a circular cookie. If a rectangular cookie is immediately kept before a square shaped cookie then a triangular cookie must be kept immediately after. If two triangular cookies are adjacent to each other then a rectangular cookie must be kept immediately to the right of the two cookies. If there are only two slots between two square shaped cookies then the similar cookies must be kept between them.

    ...view full instructions

    Which of the following statements must be true if a five cookie arrangement is made from only three square shaped and two rectangular cookies ?

  • Question 3
    3 / -1

    Directions For Questions

    Directions : Four different shaped cookies viz. circle, square, triangular and rectangle are kept along a horizontal line. More than three similar cookies must not be kept adjacent to each other. If a triangular cookie is immediately kept before a rectangular cookie then a circular cookie must be kept immediately after. A square shaped cookie is never kept adjacent to a circular cookie. If a rectangular cookie is immediately kept before a square shaped cookie then a triangular cookie must be kept immediately after. If two triangular cookies are adjacent to each other then a rectangular cookie must be kept immediately to the right of the two cookies. If there are only two slots between two square shaped cookies then the similar cookies must be kept between them.

    ...view full instructions

    What is the correct sequence of missing cookies in the configuration given below ?

    T T       S     S   R S  

  • Question 4
    3 / -1

    Directions For Questions

    Directions : Study the following tables carefully and answer the questions given below.

    There are total twelve games played by some students in a school.

    The following table represents number of points obtained by five students in six games.

    Students Game - 1 Game - 2 Game - 3 Game - 4 Game - 5 Game - 6
    Kamal 24 16 36 32 20 12
    Jashu 18 20 20 26 14 18
    Megha 20 24 16 20 12 20
    Kunal 15 30 15 25 36 16
    Rakesh 25 22 18 24 32 24

    The following table represents ratio of number of points obtained by five students on different games.

    Students Game - 1 : Game - 7 Game - 3 : Game - 8 Game - 5 : Game - 9
    Kamal 6:5 6:5 5:6
    Jashu 9:11 2:3 7:9
    Megha 4:3 4:5 6:8
    Kunal 5:6 5:4 6:4
    Rakesh 5:4 9:10 8:9

     

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    Points obtained by Kamal in Game - 10 is 25% more than the points obtained by him in Game - 9, points obtained by him in game - 11 is 4 points more than the points obtained by him in Game - 7 and points obtained by him in Game - 12 is 6/5th of the points obtained by him in Game - 8. Find the approximate average points obtained by him in all the twelve games.

  • Question 5
    3 / -1

    Directions For Questions

    Directions : Study the following tables carefully and answer the questions given below.

    There are total twelve games played by some students in a school.

    The following table represents number of points obtained by five students in six games.

    Students Game - 1 Game - 2 Game - 3 Game - 4 Game - 5 Game - 6
    Kamal 24 16 36 32 20 12
    Jashu 18 20 20 26 14 18
    Megha 20 24 16 20 12 20
    Kunal 15 30 15 25 36 16
    Rakesh 25 22 18 24 32 24

    The following table represents ratio of number of points obtained by five students on different games.

    Students Game - 1 : Game - 7 Game - 3 : Game - 8 Game - 5 : Game - 9
    Kamal 6:5 6:5 5:6
    Jashu 9:11 2:3 7:9
    Megha 4:3 4:5 6:8
    Kunal 5:6 5:4 6:4
    Rakesh 5:4 9:10 8:9

     

    ...view full instructions

    Number of points obtained by Megha in Game - 10 is average of the points obtained by him in first four games and number of points obtained by Kunal in Game - 10 is 2 points more than the average of the points obtained by him in first three games. Find the respective ratio of the average points of Megha in first ten games and average points of Kunal in first ten games.

  • Question 6
    3 / -1

    Directions For Questions

    Directions : Study the following tables carefully and answer the questions given below.

    There are total twelve games played by some students in a school.

    The following table represents number of points obtained by five students in six games.

    Students Game - 1 Game - 2 Game - 3 Game - 4 Game - 5 Game - 6
    Kamal 24 16 36 32 20 12
    Jashu 18 20 20 26 14 18
    Megha 20 24 16 20 12 20
    Kunal 15 30 15 25 36 16
    Rakesh 25 22 18 24 32 24

    The following table represents ratio of number of points obtained by five students on different games.

    Students Game - 1 : Game - 7 Game - 3 : Game - 8 Game - 5 : Game - 9
    Kamal 6:5 6:5 5:6
    Jashu 9:11 2:3 7:9
    Megha 4:3 4:5 6:8
    Kunal 5:6 5:4 6:4
    Rakesh 5:4 9:10 8:9

    ...view full instructions

    Sum of the number of points obtained by Kamal in Game - 1 and Game - 2 and number of points obtained by Jashu in Game - 3 and Game - 4 is approximately what percent of the sum of the number of points obtained by Kunal in Game - 5 and Game - 6 and sum of the number of points obtained by Rajesh in Game - 7 and Game - 8?

  • Question 7
    3 / -1

    Directions For Questions

    Directions : Four people P, Q, R and S are standing on the same square shaped mat and are facing different directions. P and Q are standing along the north-south line and R and S are standing along the east-west line. Persons standing along the same line have their backs turned towards each other. S is not standing immediately to the left of P.

    Everyone is holding three coins each and everyone tosses the coins twice. The set of outcomes on each of the 8 tosses is different. In each toss, P and Q get heads on more than one coin and R and S get tails on more than one coin. Each coin is paired with a note in denominations of 20, 50 or 100 respectively as given in the table below:

    Outcome 1 Outcome 2 Outcome 3
    20 50 100

    If a person gets the same outcome of all three coins then he keeps all the notes with him. Otherwise, he gives the note associated with the odd outcome to the person immediately to the right of him and keeps the rest two notes with him. Every person is given one chance and the sequence of people tossing the coins are facing north, south, west and east respectively. The one facing the north and the one immediately to the left of him passes a note only once. Considering both tosses together, the number of heads got by P is more than the number of heads got by Q. The sum of values of the notes with the one facing the west is the least of all at the end.

    Note: For any such set of outcomes in which all outcomes are not same, the odd outcome is the one which is different from the other two.

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    The person facing the ______ is holding the maximum number of notes.

  • Question 8
    3 / -1

    Directions For Questions

    Directions : Four people P, Q, R and S are standing on the same square shaped mat and are facing different directions. P and Q are standing along the north-south line and R and S are standing along the east-west line. Persons standing along the same line have their backs turned towards each other. S is not standing immediately to the left of P.

    Everyone is holding three coins each and everyone tosses the coins twice. The set of outcomes on each of the 8 tosses is different. In each toss, P and Q get heads on more than one coin and R and S get tails on more than one coin. Each coin is paired with a note in denominations of 20, 50 or 100 respectively as given in the table below:

    Outcome 1 Outcome 2 Outcome 3
    20 50 100

    If a person gets the same outcome of all three coins then he keeps all the notes with him. Otherwise, he gives the note associated with the odd outcome to the person immediately to the right of him and keeps the rest two notes with him. Every person is given one chance and the sequence of people tossing the coins are facing north, south, west and east respectively. The one facing the north and the one immediately to the left of him passes a note only once. Considering both tosses together, the number of heads got by P is more than the number of heads got by Q. The sum of values of the notes with the one facing the west is the least of all at the end.

    Note: For any such set of outcomes in which all outcomes are not same, the odd outcome is the one which is different from the other two.

    ...view full instructions

    The sum of values of notes with which person is the maximum?

  • Question 9
    3 / -1

    Directions For Questions

    Directions : Four people P, Q, R and S are standing on the same square shaped mat and are facing different directions. P and Q are standing along the north-south line and R and S are standing along the east-west line. Persons standing along the same line have their backs turned towards each other. S is not standing immediately to the left of P.

    Everyone is holding three coins each and everyone tosses the coins twice. The set of outcomes on each of the 8 tosses is different. In each toss, P and Q get heads on more than one coin and R and S get tails on more than one coin. Each coin is paired with a note in denominations of 20, 50 or 100 respectively as given in the table below:

    Outcome 1 Outcome 2 Outcome 3
    20 50 100

    If a person gets the same outcome of all three coins then he keeps all the notes with him. Otherwise, he gives the note associated with the odd outcome to the person immediately to the right of him and keeps the rest two notes with him. Every person is given one chance and the sequence of people tossing the coins are facing north, south, west and east respectively. The one facing the north and the one immediately to the left of him passes a note only once. Considering both tosses together, the number of heads got by P is more than the number of heads got by Q. The sum of values of the notes with the one facing the west is the least of all at the end.

    Note: For any such set of outcomes in which all outcomes are not same, the odd outcome is the one which is different from the other two.

    ...view full instructions

    What is the difference between the sum of values of notes with people standing along the east-west line and that with people standing along the north-south line (in rupees)?

  • Question 10
    3 / -1

    Directions For Questions

    Directions : Rahul has 64 small identical cubes. He piles all the cubes on each other to form a bigger cube. Then the cube is painted with green colour on opposite sides and is painted with red colour on the rest four sides. A (2 x 2 x 4) cuboid having no green face which is at the centre of the cube is removed and the visible surfaces of the cuboid which are not painted, are painted yellow. Also the inside of the hollow cube is painted yellow.

    ...view full instructions

    What is the sum of number of cubes which have only three faces painted with different colours and number of cubes which have only three faces painted two of which are painted red and other yellow?

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