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Worksheet Solutions: Profit & Loss | Mental Maths - Class 1 PDF Download

Understanding Profit and Loss

Worksheet Solutions: Profit & Loss | Mental Maths - Class 1

  1. Circle the correct answer:

    • If you buy a toy for ₹50 and sell it for ₹60, you make:
      Answer: (a) Profit
      Explanation: You bought the toy for ₹50, and sold it for ₹60. The selling price (₹60) is more than the cost price (₹50), so you made a profit of ₹10.

    • If you buy a book for ₹30 and sell it for ₹25, you make:
      Answer: (b) Loss
      Explanation: You bought the book for ₹30, but sold it for ₹25. The selling price (₹25) is less than the cost price (₹30), so you made a loss of ₹5.

  2. Fill in the blanks:

    • If you buy a ball for ₹20 and sell it for ₹30, you make a Profit of ₹10.
      Explanation: Selling price (₹30) - Cost price (₹20) = ₹10 profit.

    • If you buy a pencil for ₹10 and sell it for ₹7, you make a Loss of ₹3.
      Explanation: Cost price (₹10) - Selling price (₹7) = ₹3 loss.

Worksheet Solutions: Profit & Loss | Mental Maths - Class 1

Identifying Profit and Loss

  1. Draw a happy face if you make a profit, and a sad face if you make a loss:

    • Buying a chocolate for ₹20 and selling it for ₹25
      Answer: Happy face (Profit)
      Explanation: You bought the chocolate for ₹20 and sold it for ₹25. The selling price (₹25) is greater than the cost price (₹20), so you made a profit of ₹5.

    • Buying a pencil for ₹10 and selling it for ₹5
      Answer: Sad face (Loss)
      Explanation: You bought the pencil for ₹10 but sold it for ₹5. The selling price (₹5) is less than the cost price (₹10), so you made a loss of ₹5.

  2. Complete the sentence:

    • I bought a toy for ₹50 and sold it for ₹70. I made a Profit of ₹20.
      Explanation: Selling price (₹70) - Cost price (₹50) = ₹20 profit.

    • I bought a book for ₹40 and sold it for ₹30. I made a Loss of ₹10.
      Explanation: Cost price (₹40) - Selling price (₹30) = ₹10 loss.

Worksheet Solutions: Profit & Loss | Mental Maths - Class 1

Simple Problems

  1. Solve the following:

    • You buy a ball for ₹25 and sell it for ₹30. What is your profit?
      Profit = ₹5
      Explanation: Selling price (₹30) - Cost price (₹25) = ₹5 profit.

    • You buy a notebook for ₹15 and sell it for ₹10. What is your loss?
      Loss = ₹5
      Explanation: Cost price (₹15) - Selling price (₹10) = ₹5 loss.

  2. Tick (√) the correct answer:

    • If you buy a toy for ₹60 and sell it for ₹80, your profit is:
      Answer: (b) ₹20
      Explanation: Selling price (₹80) - Cost price (₹60) = ₹20 profit.

Worksheet Solutions: Profit & Loss | Mental Maths - Class 1

Fun Activity

  1. Draw a picture of a shop where you sell toys and write the price of the toys you sell:

    • (Students will draw their shop and write the prices of toys they sell, e.g., Toy A = ₹50, Toy B = ₹60.)
  2. Colour the profit and loss signs:

    • Colour the "Profit" sign in green and the "Loss" sign in red.
      (Students will colour the profit and loss signs to help them remember the difference.)

Worksheet Solutions: Profit & Loss | Mental Maths - Class 1

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FAQs on Worksheet Solutions: Profit & Loss - Mental Maths - Class 1

1. What is the difference between profit and loss?
Ans. Profit refers to the financial gain made when the revenue earned is higher than the expenses incurred. On the other hand, loss occurs when the expenses exceed the revenue generated.
2. How can a company increase its profits?
Ans. A company can increase its profits by increasing sales, reducing expenses, improving operational efficiency, introducing new products or services, and expanding into new markets.
3. What are common expenses that can lead to a business experiencing a loss?
Ans. Common expenses that can lead to a business experiencing a loss include high overhead costs, excessive spending on marketing or advertising, inventory mismanagement, and unexpected financial setbacks.
4. How can a business calculate its profit margin?
Ans. A business can calculate its profit margin by dividing the net profit (revenue minus expenses) by the total revenue generated, then multiplying by 100 to get a percentage.
5. What are some strategies for managing losses and turning a profit?
Ans. Some strategies for managing losses and turning a profit include conducting a thorough financial analysis, cutting unnecessary expenses, renegotiating contracts with suppliers, diversifying revenue streams, and improving cash flow management.
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