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Case Based Questions: Large Numbers Around Us | Mathematics (Ganita Prakash) Class 7 - New NCERT PDF Download

Q1: Read the source and answer the question that follows

Amit and Suman were discussing how large numbers help us understand the world. Amit wondered how big one lakh (1,00,000) really is, while Suman explained that a lakh could be a large number depending on what we’re counting. For example, if we count people, one lakh could be the population of a small city. But when it comes to counting small items, like hair on a person’s head, one lakh may not seem that big! They decided to take a trip to a stadium, which could hold over one lakh people, and compare it with other large numbers like crores.

Case Based Questions: Large Numbers Around Us | Mathematics (Ganita Prakash) Class 7 - New NCERT

Q1. Which is larger, 1 lakh people or 1 crore people?
(a) 1 crore people
(b) 1 lakh people
(c) They are equal
(d) Cannot be compared

Ans: (a) 1 crore people
Explanation: 1 crore is equal to 100 lakhs, so 1 crore people is larger than 1 lakh people.

Q2. How many zeros are in one crore?
(a) 5 zeros
(b) 7 zeros
(c) 8 zeros
(d) 9 zeros

Ans: (b) 7 zeros
Explanation: 1 crore = 1,00,00,000, which has 7 zeros.

Q3. How many lakhs make up one crore?
(a) 10 lakhs
(b) 100 lakhs
(c) 1000 lakhs
(d) 10000 lakhs

Ans: (b) 100 lakhs
Explanation: 1 crore = 100 lakhs.

Q2: Read the source and answer the question that follows

Ravi and Simran were working on rounding large numbers to make them easier to understand. Ravi wanted to know the population of a city, and Simran suggested rounding it to the nearest lakh to make it easier to talk about. They rounded numbers like the population of a city and the distance to the nearest thousand, lakh, or crore to make quick estimates.

Case Based Questions: Large Numbers Around Us | Mathematics (Ganita Prakash) Class 7 - New NCERT

Q1. Round the number 6,72,85,183 to the nearest lakh.
(a) 6,72,00,000
(b) 6,70,00,000
(c) 6,75,00,000
(d) 6,73,00,000

Ans: (d) 6,73,00,000
Explanation: When rounding to the nearest lakh, we look at the ten thousand place. Since 8 is greater than 5, we round up.

Q2. What is the nearest crore for the number 5,67,45,999?
(a) 5,00,00,000
(b) 5,50,00,000
(c) 6,00,00,000
(d) 6,50,00,000

Ans: (c) 6,00,00,000
Explanation: When rounding to the nearest crore, we look at the ten lakh place. Since 7 is greater than 5, we round up.

Q3: Read the source and answer the question that follows

Rahul and Neha were figuring out how much money they could raise for a charity event. Rahul wanted to know how many people would need to donate to raise 1 lakh rupees. Neha explained that if each person donated ₹500, they would need 200 people to raise ₹1 lakh. They also discussed how large numbers like 1 lakh and 1 crore are used in budgeting for large projects and government expenses.

Q1. If each person donates ₹200, how many people are needed to raise ₹1 lakh?
(a) 200
(b) 500
(c) 1,000
(d) 2,000

Ans: (b) 500
Explanation: ₹1,00,000 ÷ ₹200 = 500 people.

Q2. Which number is equal to 10 lakhs?
(a) 10,000
(b) 1,00,000
(c) 10,00,000
(d) 100,000

Ans: (c) 10,00,000
Explanation: 10 lakhs is equal to 10,00,000.

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FAQs on Case Based Questions: Large Numbers Around Us - Mathematics (Ganita Prakash) Class 7 - New NCERT

1. What are large numbers, and why are they important in our daily lives?
Ans. Large numbers are numerical values that are significantly greater than what we typically encounter in everyday situations. They are important because they help us understand and quantify things like population sizes, distances in space, financial figures, and statistical data. For instance, knowing that the world population is over 7 billion helps us grasp the scale of global issues like resource distribution and environmental impact.
2. How do we express large numbers using scientific notation?
Ans. Large numbers can be expressed in scientific notation, which is a way of writing numbers as a product of a number between 1 and 10 and a power of 10. For example, the number 1,000 can be written as 1.0 × 10³. This method simplifies calculations and makes it easier to read and compare very large numbers.
3. What are some examples of large numbers used in science and technology?
Ans. In science and technology, large numbers are frequently used to describe quantities such as the speed of light (approximately 3 × 10⁸ meters per second), the estimated number of stars in the Milky Way galaxy (about 100 billion or 1 × 10¹¹), and the size of data in computing, like gigabytes (1 billion bytes or 1 × 10⁹). These examples highlight the vastness of the universe and the scale of digital information.
4. How can we compare large numbers effectively?
Ans. To compare large numbers, we can use several methods. One common approach is to convert the numbers into scientific notation, which allows for easier comparison of their exponents. Alternatively, we can look at the number of digits in each number; a number with more digits is generally larger. Additionally, using graphs or charts can visually represent large numbers, making comparisons clearer.
5. Why is it essential to understand large numbers in the context of global challenges?
Ans. Understanding large numbers is essential in the context of global challenges because many issues, such as climate change, poverty, and health crises, involve vast populations and extensive data. For example, knowing that millions of people lack access to clean water or that climate change could affect billions helps drive policy decisions and resource allocations. It enables individuals and organizations to make informed choices and take action on a global scale.
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