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  1. Examples of informal apologies: (i) “I’m sorry I ate your sweets.” → “That’s alright.” (ii) “I’m really sorry for breaking your flower craft.” → “No problem.” (iii) “Sorry, I didn’t mean to spill ink on your documents.” → “It’s okay.” (iv) “Please forgive me, I forgot your notebook.” → “These thingsRead more

    Examples of informal apologies:
    (i) “I’m sorry I ate your sweets.” → “That’s alright.”
    (ii) “I’m really sorry for breaking your flower craft.” → “No problem.”
    (iii) “Sorry, I didn’t mean to spill ink on your documents.” → “It’s okay.”
    (iv) “Please forgive me, I forgot your notebook.” → “These things happen.”
    These apologies use informal, friendly language suitable for family and friends.

     

    For more NCERT Solutions for Class 8 English Poorvi Unit 1 Wit And Wisdom Chapter 2 A Concrete Example Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/english/poorvi-unit-1-chapter-2/

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  2. Examples of formal apologies: (i) “I owe you an apology for not submitting my assignment.” → “I accept your apology. Please submit it soon.” (ii) “I really regret being late for three days.” → “I’ll do my best not to repeat it.” (iii) “I’m extremely sorry for missing my project submission.” → “I appRead more

    Examples of formal apologies:
    (i) “I owe you an apology for not submitting my assignment.” → “I accept your apology. Please submit it soon.”
    (ii) “I really regret being late for three days.” → “I’ll do my best not to repeat it.”
    (iii) “I’m extremely sorry for missing my project submission.” → “I appreciate your apology, but ensure this never happens again.”
    These responses are formal and respectful.

     

    For more NCERT Solutions for Class 8 English Poorvi Unit 1 Wit And Wisdom Chapter 2 A Concrete Example Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/english/poorvi-unit-1-chapter-2/

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  3. Nature Club NOTICE Date: 12 September 2025 The Nature Club proudly announces the inauguration of the new Herb Garden on 15 September 2025, at 10:00 a.m. in the school ground. Students from Grades 6–8 are invited to attend. The event will promote awareness of medicinal plants and their uses. For moreRead more

    Nature Club
    NOTICE
    Date: 12 September 2025
    The Nature Club proudly announces the inauguration of the new Herb Garden on 15 September 2025, at 10:00 a.m. in the school ground. Students from Grades 6–8 are invited to attend. The event will promote awareness of medicinal plants and their uses. For more details, please contact the undersigned.

    (Name)
    Secretary, Nature Club
    Class VIII

     

    For more NCERT Solutions for Class 8 English Poorvi Unit 1 Wit And Wisdom Chapter 2 A Concrete Example Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/english/poorvi-unit-1-chapter-2/

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    • 187
  4. In my region, one well-known garden is the Botanical Garden, which attracts many visitors. It contains rare trees, colourful flowering plants, herbal sections and even areas for children to explore nature. The garden serves both as a recreational space and an educational centre for learning about plRead more

    In my region, one well-known garden is the Botanical Garden, which attracts many visitors. It contains rare trees, colourful flowering plants, herbal sections and even areas for children to explore nature. The garden serves both as a recreational space and an educational centre for learning about plants. Families come here to relax, students visit for projects and nature lovers enjoy the fresh air and greenery. It is truly a peaceful, refreshing place.

     

    For more NCERT Solutions for Class 8 English Poorvi Unit 1 Wit And Wisdom Chapter 2 A Concrete Example Extra Questions & Answer:

    https://www.tiwariacademy.com/ncert-solutions/class-8/english/poorvi-unit-1-chapter-2/

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    • 15
  5. Once upon a time, there was a king who was very fond of horses. He had 20 horses of the best breed. The horses were kept in the royal stable, and cared for by a caretaker. One night, a thief stole one of the horses. Fearing punishment, the caretaker arranged the horses in the stable as shown in the picture here. The next day, when the king came to check on the horses, the caretaker led him around the square stable. “Please count the number of horses along each side, your majesty,” he said. The king counted 5 horses along each side. “We have 5 horses along each side and there are 4 sides. So there are a total of 20 horses, your majesty,” the caretaker explained. Satisfied with the explanation, the king returned to his palace. But wait, were there really 20 horses in the stable? Count the horses one by one and check! What was the mistake in the caretaker’s explanation? The following night, the thief stole another horse from the stable. Now, only 18 horses remained. The caretaker once again cleverly arranged the 18 horses, so that there were 5 horses on each side of the square stable. How do you think he was able to do it? Arrange the 18 horses in the stable with 5 on each side. How many more horses can the thief steal before the king notices something is wrong? Try making the arrangements yourself. Here are the two questions to be answered: 1. How did the caretaker arrange 18 horses so that each side had 5 horses? 2. How many more horses can the thief steal before the king finds out?

    2. ANSWER : From 18 horses 4 more horses thief can be stolen. Using the clever corner-sharing trick, the caretaker can still arrange up to 14 horses so that the king sees 5 horses on each side. But if the thief steals more and the number goes below 14, it won’t be possible to place 5 horses per sideRead more

    2. ANSWER : From 18 horses 4 more horses thief can be stolen. Using the clever corner-sharing trick, the caretaker can still arrange up to 14 horses so that the king sees 5 horses on each side. But if the thief steals more and the number goes below 14, it won’t be possible to place 5 horses per side. Class 5 Maths Mela Chapter 1: We the Travellers — I teaches that the trick works only when horses are shared at the corners. So, only (20-6) = 14, i.e. 6 more horses can be stolen from the total.

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