Class 8 practice

Class 8 reasoning questions.

Reasoning questions for Class 8, at the level of students aged 12–14, each with its answer and a short explanation. Try each one before opening the answer.

  1. Consider these statements: All metals are good conductors of heat. Copper is a metal. Which conclusion logically follows from these statements?

    • Copper is a good conductor of heat.
    • All good conductors of heat are copper.
    • Copper is the only good conductor of heat.
    • All metals are made of copper.
    Show the answer

    Answer: Copper is a good conductor of heat.

    Since copper belongs to the category of metals, it must possess the defining property shared by all metals in the premise: conducting heat well.

    Level 3 of 5
  2. In a class of 40 students, 25 play cricket and 20 play football. Every student plays at least one of these two games. How many students play both cricket and football?

    • 5
    • 10
    • 15
    • 20
    Show the answer

    Answer: 5

    Using the set formula, Total = Cricket + Football - Both. Substituting the values gives 40 = 25 + 20 - Both, which means Both = 45 - 40 = 5 students.

    Level 3 of 5
  3. A solid cube painted red on all outer faces is cut into 27 identical small cubes. How many small cubes have paint on exactly two faces?

    • 6
    • 8
    • 12
    • 16
    Show the answer

    Answer: 12

    On a 3×3×3 cube, pieces with paint on two faces sit on the middle edges. With 12 edges, there are 12 such cubes.

    Level 3 of 5
  4. On a balance scale, two identical clay pots balance three identical brass bowls. How many brass bowls are needed to balance six clay pots?

    • 6
    • 8
    • 9
    • 12
    Show the answer

    Answer: 9

    Two pots equal three bowls. Tripling both sides, six pots equal nine bowls.

    Level 3 of 5
  5. Manpreet walks 12 metres north from her doorstep. She turns left and walks 5 metres straight. What is the shortest distance between Manpreet and her doorstep?

    • 7 metres
    • 13 metres
    • 15 metres
    • 17 metres
    Show the answer

    Answer: 13 metres

    By Pythagoras' theorem, the straight-line distance is √(12² + 5²) = √(144 + 25) = √169 = 13 metres.

    Level 3 of 5
  6. Five friends—Aarav, Diya, Farhan, Jasleen, and Kavya—stand in a line. Jasleen is directly ahead of Kavya. Farhan is between Aarav and Jasleen. Diya is first in line. Who stands directly behind Farhan?

    • Jasleen
    • Aarav
    • Kavya
    • Diya
    Show the answer

    Answer: Jasleen

    Diya is first. Since Jasleen is directly ahead of Kavya, they form a block. To place Farhan between Aarav and Jasleen, the order must be Diya, Aarav, Farhan, Jasleen, Kavya. Thus, Jasleen is directly behind Farhan.

    Level 3 of 5
  7. Look at the sequence: 3, 7, 16, 35, 74. Which number should come next?

    • 149
    • 151
    • 153
    • 155
    Show the answer

    Answer: 153

    Each term is found by doubling the previous term and adding consecutive integers: 3×2+1=7, 7×2+2=16, 16×2+3=35, 35×2+4=74, and 74×2+5=153.

    Level 3 of 5
  8. Kavita walks 20 metres north. She turns right and walks 15 metres. Then she turns right again and walks 20 metres. In which direction is she from her starting point?

    • East
    • West
    • North
    • South
    Show the answer

    Answer: East

    Moving north and south by the same distance cancels out vertical movement. She remains 15 metres east of her starting point.

    Level 3 of 5
  9. Choose the pair that shares the same relationship as the given pair: Pen : Write :: Scissors : ___.

    • Stitch
    • Cut
    • Draw
    • Sharpen
    Show the answer

    Answer: Cut

    A pen is a tool primarily used to write, just as scissors are a tool primarily used to cut.

    Level 3 of 5
  10. A clock shows 3:00. What is the smaller angle between the hour hand and the minute hand?

    • 45 degrees
    • 60 degrees
    • 90 degrees
    • 120 degrees
    Show the answer

    Answer: 90 degrees

    Each hour mark on a clock represents 30 degrees. At 3:00, the hands are 3 marks apart: 3 times 30 equals 90 degrees.

    Level 3 of 5
  11. If 1st October in a standard year falls on a Sunday, on which day of the week will 1st November fall in the same year?

    • Wednesday
    • Tuesday
    • Thursday
    • Monday
    Show the answer

    Answer: Wednesday

    October has 31 days. Dividing 31 by 7 gives 4 weeks with a remainder of 3 odd days. Sunday plus 3 days is Wednesday.

    Level 3 of 5
  12. Priya starts walking from her school gate. She walks 40 metres south, turns left, and walks 30 metres. What is the shortest straight-line distance from Priya to the gate?

    • 35 metres
    • 50 metres
    • 70 metres
    • 120 metres
    Show the answer

    Answer: 50 metres

    The path forms a right-angled triangle with legs 40 m and 30 m. Using the Pythagorean theorem, the distance is √(40² + 30²) = √(2500) = 50 metres.

    Level 3 of 5
  13. True or false?

    The logical negation of the statement 'All students passed the exam' is 'No student passed the exam.'

    Show the answer

    Answer: False

    The opposite of 'all' is not 'none'. The correct logical negation is 'at least one student did not pass the exam.'

    Level 3 of 5
  14. True or false?

    In a race, Priya finished ahead of Ananya, and Deepa finished behind Priya. This proves that Ananya finished ahead of Deepa.

    Show the answer

    Answer: False

    Both runners finished behind Priya, but the information does not tell us who crossed the finish line first between Ananya and Deepa.

    Level 3 of 5
  15. True or false?

    In a group of five friends, it is mathematically possible for each person to shake hands with exactly three others.

    Show the answer

    Answer: False

    Five people with three handshakes each would total fifteen handshakes. Since every handshake involves two people, the total sum must be even.

    Level 3 of 5
  16. Fill in the blank.

    In a class of 30 pupils, 18 play cricket, 16 play football, and 4 play neither, so ___ pupils play both.

    Show the answer

    Answer: 8

    Exactly 26 pupils play at least one sport (30 - 4). The overlap of both sports equals (18 + 16) - 26 = 8 pupils.

    Level 3 of 5
  17. Fill in the blank.

    In the increasing number sequence 3, 7, 15, 31, the next number is ___.

    Show the answer

    Answer: 63

    Each term is obtained by doubling the previous number and adding 1, so 31 × 2 + 1 = 63.

    Level 3 of 5
  18. Fill in the blank.

    If four chess players in a tournament each play exactly one match against every other player, the total number of matches is ___.

    Show the answer

    Answer: 6

    Each of the 4 players faces 3 opponents, giving 4 × 3 = 12 pairings. Dividing by 2 to prevent double-counting yields 6 matches.

    Level 3 of 5
  19. Four two-digit numbers are listed below. Which is the odd one out?

    • 17
    • 37
    • 47
    • 57
    Show the answer

    Answer: 57

    57 is the odd one out. The numbers 17, 37, and 47 are all prime numbers, whereas 57 is composite because it is divisible by 3 and 19.

    Level 3 of 5
  20. Which measurement unit is the odd one out?

    • Joule
    • Calorie
    • Watt
    • Erg
    Show the answer

    Answer: Watt

    Joule, calorie, and erg are all units of energy and heat. Watt is a unit of power, representing energy consumed per unit time.

    Level 3 of 5

These questions come from Ado’s question bank and are written with AI help. They are never used in ranked play, so practising them here can’t change anyone’s rank.

Spot a mistake? Tell us at hi@getado.app and we’ll fix it.

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