1. Choking can be avoided by eating slowly, taking small mouthfuls and chewing food properly before swallowing. Never talk, laugh or run while eating, as it may block the airway. Cutting food into smaller pieces and sitting upright while eating also help prevent choking and ensure the food passes safelRead more

    Choking can be avoided by eating slowly, taking small mouthfuls and chewing food properly before swallowing. Never talk, laugh or run while eating, as it may block the airway. Cutting food into smaller pieces and sitting upright while eating also help prevent choking and ensure the food passes safely into the stomach.

     

    For more NCERT Solutions for Class 5 EVS Our Wondrous World – The World Around Us Unit 2: Health and Well-being – Chapter 3: The Mystery of Food Extra Questions & Answer:

    https://www.tiwariacademy.com/class-5-evs-our-wondrous-world-chapter-3/#solutions

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  2. Some foods last for weeks because they have little or no moisture, making it hard for microbes to grow. Examples are ghee, pickles and dried grains. Others, like bread, milk and fresh vegetables, spoil within days as their moisture content and exposure to air create ideal conditions for microbes toRead more

    Some foods last for weeks because they have little or no moisture, making it hard for microbes to grow. Examples are ghee, pickles and dried grains. Others, like bread, milk and fresh vegetables, spoil within days as their moisture content and exposure to air create ideal conditions for microbes to multiply rapidly.

     

    For more NCERT Solutions for Class 5 EVS Our Wondrous World – The World Around Us Unit 2: Health and Well-being – Chapter 3: The Mystery of Food Extra Questions & Answer:

    https://www.tiwariacademy.com/class-5-evs-our-wondrous-world-chapter-3/#solutions

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  3. Let’s compare using identities: a³ – b³ = (a–b)(a² + ab + b²) 67³ – 66³ = 1(4489 + 4422 + 4356) = 13267 43³ – 42³ = 1(1849 + 1806 + 1764) = 5419 a² – b² = (a–b)(a + b) 67² – 66² = 1(133) = 133 43² – 42² = 1(85) = 85 So, the greatest is 67³ – 66³   For more NCERT Solutions for Class 8 MathematicRead more

    Let’s compare using identities:
    a³ – b³ = (a–b)(a² + ab + b²)
    67³ – 66³ = 1(4489 + 4422 + 4356) = 13267
    43³ – 42³ = 1(1849 + 1806 + 1764) = 5419
    a² – b² = (a–b)(a + b)
    67² – 66² = 1(133) = 133
    43² – 42² = 1(85) = 85
    So, the greatest is 67³ – 66³

     

    For more NCERT Solutions for Class 8 Mathematics Ganita Prakash Chapter 1 A Square and A Cube Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/maths/ganita-prakash-chapter-1/

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  4. We can guess these cube roots: 1331 = 11³ (last digit is 1) 4913 = 17³ 12167 = 23³ 32768 = 32³ By knowing cube values or estimating from digit patterns, we match these cubes to their roots. For instance, 32³ = 32768, so cube root is 32. This helps in quick identification without full factorisation.Read more

    We can guess these cube roots:
    1331 = 11³ (last digit is 1)
    4913 = 17³
    12167 = 23³
    32768 = 32³
    By knowing cube values or estimating from digit patterns, we match these cubes to their roots. For instance, 32³ = 32768, so cube root is 32. This helps in quick identification without full factorisation.

     

    For more NCERT Solutions for Class 8 Mathematics Ganita Prakash Chapter 1 A Square and A Cube Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/maths/ganita-prakash-chapter-1/

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  5. (i) False – Odd³ = Odd (e.g., 3³ = 27) (ii) False – 2³ = 8 ends in 8 (iii) True – 4³ = 64 (2-digit → 2-digit), 5³ = 125 (2-digit → 3-digit) (iv) True – 99³ = 970299 (2-digit cube has 6 digits) (v) False – Only cube numbers that are also squares have odd number of factors. Others have even.   FoRead more

    (i) False – Odd³ = Odd (e.g., 3³ = 27)
    (ii) False – 2³ = 8 ends in 8
    (iii) True – 4³ = 64 (2-digit → 2-digit), 5³ = 125 (2-digit → 3-digit)
    (iv) True – 99³ = 970299 (2-digit cube has 6 digits)
    (v) False – Only cube numbers that are also squares have odd number of factors. Others have even.

     

    For more NCERT Solutions for Class 8 Mathematics Ganita Prakash Chapter 1 A Square and A Cube Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/maths/ganita-prakash-chapter-1/

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