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Profit & Loss | Mental Maths - Class 1 PDF Download

Introduction to Profit and Loss

Profit and loss are terms used to find out if we made money or lost money when buying and selling things.

  • Profit is when we sell something for more than what we paid for it.
  • Loss is when we sell something for less than what we paid for it.

For example:

  • If you buy a toy for Rs. 100 and sell it for Rs. 120, you make a profit of Rs. 20.
  • If you buy a toy for Rs. 100 and sell it for Rs. 80, you make a loss of Rs. 20.

Profit & Loss | Mental Maths - Class 1

When someone purchases an item at a specific price and then sells it at a different price, they either make a profit or experience a loss. There are several terms related to the process of conducting a transaction, such as the cost price of the item (C.P.), selling price (S.P.), discount, marked price, profit, and loss.

Profit & Loss | Mental Maths - Class 1Let's explore the meanings of these terms individually:

  1. Cost Price (C.P.): The price at which you buy something.

    • Example: You buy a notebook for Rs. 50. So, the cost price is Rs. 50.
  2. Selling Price (S.P.): The price at which you sell something.

    • Example: You sell the notebook for Rs. 60. So, the selling price is Rs. 60.
  3. Profit (P): When the selling price is higher than the cost price, the difference is called profit.

    • Example: Selling Price (Rs. 60) - Cost Price (Rs. 50) = Profit of Rs. 10.
  4. Loss (L): When the selling price is lower than the cost price, the difference is called loss.

    • Example: Cost Price (Rs. 50) - Selling Price (Rs. 40) = Loss of Rs. 10.
  5. Marked Price (M.P.): The price written on the item, before any discounts.

    • Example: A shirt is marked for Rs. 500, but you sell it for Rs. 450. The marked price is Rs. 500.
  6. Discount: The reduction in the marked price.

    • Formula: Discount = Marked Price - Selling Price.
    • Example: If the marked price is Rs. 100 and the selling price is Rs. 80, the discount is Rs. 20.

Profit & Loss | Mental Maths - Class 1

Profit and Loss Formulas

Profit Formula:

  • Profit = Selling Price (S.P.) - Cost Price (C.P.)
  • Example: If S.P. is Rs. 200 and C.P. is Rs. 150, Profit = Rs. 200 - Rs. 150 = Rs. 50.

Loss Formula:

  • Loss = Cost Price (C.P.) - Selling Price (S.P.)
  • Example: If C.P. is Rs. 150 and S.P. is Rs. 100, Loss = Rs. 150 - Rs. 100 = Rs. 50.

Profit Percentage (P%):

  • Profit Percentage = (Profit / Cost Price) × 100
  • Example: If Profit is Rs. 50 and Cost Price is Rs. 150, Profit Percentage = (50 / 150) × 100 = 33.33%.

Loss Percentage (L%):

  • Loss Percentage = (Loss / Cost Price) × 100
  • Example: If Loss is Rs. 50 and Cost Price is Rs. 150, Loss Percentage = (50 / 150) × 100 = 33.33%.

Profit & Loss | Mental Maths - Class 1

Question for Profit & Loss
Try yourself:
What is the term for the price at which you buy something?
View Solution

Profit and Loss Examples

Example 1 (Profit):

  • A shopkeeper buys a pen for Rs. 20 and sells it for Rs. 30.
  • Profit = Selling Price - Cost Price = 30 - 20 = Rs. 10.

Example 2 (Loss):

  • A shopkeeper buys a book for Rs. 100 and sells it for Rs. 80.
  • Loss = Cost Price - Selling Price = 100 - 80 = Rs. 20.

These are some common examples of the profit and loss concept in real life, which we observe regularly.

Profit & Loss | Mental Maths - Class 1

Fun Questions to Practice

  1. Question 1:

    • If you buy a toy for Rs. 50 and sell it for Rs. 60, how much profit did you make?
    • Answer: Profit = Rs. 60 - Rs. 50 = Rs. 10.
  2. Question 2:

    • If the cost price of a notebook is Rs. 80 and the selling price is Rs. 100, what is the profit percentage?
    • Answer: Profit Percentage = (100 - 80) / 80 × 100 = 25%.
  3. Question 3:

    • A shopkeeper buys a shirt for Rs. 200 and sells it for Rs. 180. What is the loss percentage?
    • Answer: Loss Percentage = (200 - 180) / 200 × 100 = 10%.
  4. Question 4:

    • A shopkeeper sells a jacket for Rs. 500 after giving a 20% discount. What is the marked price?
    • Answer: Marked Price = Selling Price / (100 - Discount Percentage) × 100 = 500 / (100 - 20) × 100 = Rs. 625.
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FAQs on Profit & Loss - Mental Maths - Class 1

1. What are some common profit and loss related terms?
Ans. Some common profit and loss related terms include revenue, cost of goods sold, gross profit, net profit, operating expenses, and profit margin.
2. What are some important profit and loss formulas?
Ans. Some important profit and loss formulas include: - Gross Profit = Revenue - Cost of Goods Sold - Net Profit = Gross Profit - Operating Expenses - Profit Margin = (Net Profit / Revenue) x 100
3. Can you provide some profit and loss tricks for quick calculations?
Ans. Some profit and loss tricks include using percentages to calculate profits or losses quickly, understanding the relationship between revenue, cost of goods sold, and profit, and using formulas to calculate key metrics like profit margin.
4. How can one analyze a company's profit and loss statement?
Ans. One can analyze a company's profit and loss statement by looking at key metrics like gross profit margin, net profit margin, operating expenses as a percentage of revenue, and comparing these metrics to industry averages or competitors.
5. How can one improve profitability in a business based on profit and loss analysis?
Ans. One can improve profitability in a business by reducing operating expenses, increasing revenue through sales or pricing strategies, improving gross profit margin by managing costs, and analyzing the impact of different products or services on overall profitability.
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