CBSE Math Chapter: Comparing Quantities
5 Questions
0 Views

CBSE Math Chapter: Comparing Quantities

Created by
@TerrificGyrolite5082

Questions and Answers

A fruit vendor sells fruits at 15% discount on all fruits. If the marked price of a fruit is ₹120, what is the cost price of the fruit?

  • ₹140
  • ₹110
  • ₹138.46 (correct)
  • ₹100
  • A student got 420 marks out of 600 in an examination. What is the percentage of marks obtained by the student?

  • 60%
  • 70% (correct)
  • 75%
  • 65%
  • A shopkeeper marks his goods at 25% above the cost price. If he sells the goods at 10% discount, what is the profit percentage?

  • 12.5% (correct)
  • 17.5%
  • 10%
  • 15%
  • What percentage of 120 is 24?

    <p>20%</p> Signup and view all the answers

    If 15% of x is 24, what is the value of x?

    <p>160</p> Signup and view all the answers

    Study Notes

    Percentage Calculations

    • To find what percentage of 120 is 24, use the formula: (Part/Whole) × 100. Therefore, (24/120) × 100 = 20%. So, 24 is 20% of 120.

    Discount and Cost Price

    • A fruit vendor offers a 15% discount on all fruits.
    • For a fruit with a marked price of ₹120, the selling price after discount is calculated as: Selling Price = Marked Price - (Discount × Marked Price) = ₹120 - (0.15 × ₹120) = ₹102.
    • To find the cost price (CP), if needed, we need additional information about profit margins or other costs.

    Exam Performance Percentage

    • A student scored 420 out of a total of 600 marks.
    • The percentage of marks is calculated as: (Obtained Marks/Total Marks) × 100 = (420/600) × 100 = 70%.
    • Thus, the student obtained 70% marks in the examination.

    Profit Calculation

    • A shopkeeper marks his goods 25% above the cost price (CP).
    • If CP is denoted as CP, then the marked price (MP) becomes: MP = CP + (0.25 × CP) = 1.25 × CP.
    • The shopkeeper sells the goods at a 10% discount: Selling Price (SP) = MP - (10% of MP) = MP - (0.10 × MP) = 0.90 × MP.
    • Profit percentage can be derived from the selling price and cost price using: Profit Percentage = [(SP - CP)/CP] × 100.

    Value of x from Percentage

    • If 15% of x is equal to 24, the equation can be expressed as: 0.15 × x = 24.
    • To find x, rearrange the equation: x = 24 / 0.15 = 160. Thus, the value of x is 160.

    Studying That Suits You

    Use AI to generate personalized quizzes and flashcards to suit your learning preferences.

    Quiz Team

    Description

    This quiz covers concepts of percentage, discount, and profit in Comparing Quantities chapter of CBSE Math. Test your understanding of percentage calculations and application problems.

    More Quizzes Like This

    Percentage Calculation Quiz
    3 questions

    Percentage Calculation Quiz

    ConvenientChalcedony avatar
    ConvenientChalcedony
    Percentage Calculation Quiz
    5 questions
    Math Comparing Quantities: Focus on Percentages Quiz
    10 questions
    Percentage Calculation Quiz
    8 questions
    Use Quizgecko on...
    Browser
    Browser