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Short & Long Question Answers: Large Numbers Around Us

Short & Long Question Answers: Large Numbers Around Us

Q1: Write in numerals: twelve crore thirty-four lakh fifty-six thousand seven hundred eighty-nine. 

Ans: 12,34,56,789
Explanation: In the Indian system we group digits as crore, lakh, thousand, and hundreds. 
Here, "twelve crore" gives 12 in the crore place, "
thirty-four lakh" gives 34 in the lakh place, 
"fifty-six thousand" gives 56 in the thousand place, and "seven hundred eighty-nine" fills the last three digits .

Q2: Convert the number 9,45,32,106 into words in the Indian system. 

Ans: Nine crore forty-five lakh thirty-two thousand one hundred six

Q3: Using the digits 0, 1, 3, 5, 6, 8, 9, form the greatest and the smallest seven-digit numbers. 

Ans: Greatest number:

To form the greatest number, we arrange the digits in descending order:

9, 8, 6, 5, 3, 1, 0
So, the greatest seven-digit number is:
9,865,310

Smallest number:

To form the smallest number, we arrange the digits in ascending order, but a number cannot start with 0. So, we start with the smallest non-zero digit, which is 1, and then arrange the remaining digits in ascending order:

1, 0, 3, 5, 6, 8, 9
So, the smallest seven-digit number is:
10,35,689

Q4: Express 7,56,83,291 in the international system and write it in words. 

Ans: 75,683,291; seventy-five million six hundred eighty-three thousand two hundred ninety-one
Explanation: In the international system we group digits by threes from the right: 75 | 683 | 291. 
Reading: 75 million 683 thousand 291; in words: seventy-five million six hundred eighty-three thousand two hundred ninety-one.

Q5: Identify the digit in the ten-thousands place of 4,28,75,160 and state its place value. 

Ans: Digit = 7; place value = 7 × 10,000 = 70,000
Explanation: In 4,28,75,160 the digits from right are units (0), tens (6), hundreds (1), thousands (5), ten-thousands (7). 
Thus the ten-thousands digit is 7, whose value is 70,000. .

Q6: Compare using ">" or "<": 2,34,56,789 ___ 2,43,56,789. 

Ans: 2,34,56,789 < 2,43,56,789
Explanation: Compare place by place from the left: 
Both have 2 crore, but in the lakh place 34 < 43, 
so 2,34,56,789 is less than 2,43,56,789. .

Q7: Arrange in descending order:

• 12,34,56,789

• 12,345,678

• 1,23,45,678

• 1,234,567

Ans: To arrange the numbers in descending order, we compare them based on the number of digits and place value.

Let's write the numbers in standard international format for better comparison:

  1. 12,34,56,789 = 123,456,789

  2. 12,345,678 = 12,345,678

  3. 1,23,45,678 = 12,345,678

  4. 1,234,567 = 1,234,567

Now, arrange them from greatest to smallest:

123,456,789 > 12,345,678 = 12,345,678 > 1,234,567

So, in the original Indian number format:

Final Answer (Descending Order):
12,34,56,789 > 12,345,678 = 1,23,45,678 > 1,234,567

Q8: Which is greater, 0.345 million or 34.5 lakh, and by how much? 

Ans: 34.5 lakh is greater by 3,105,000
Explanation: 0.345 million = 345,000. 
34.5 lakh = 3,450,000. 
Subtracting: 3,450,000 - 345,000 = 3,105,000. 
So 34.5 lakh exceeds 0.345 million by 3,105,000. 

Q9: True or False: 1 billion is equal to 100 crore in the Indian system. 

Ans: True; 1 billion = 1,000 million = 100 crore
Explanation: Since 1 million = 10 lakh, 1 billion = 1,000 million = 10,000 lakh = 100 crore. 

Q10: Round off 6,24,894 to the nearest thousand.

Ans: 6,25,000
Explanation: Check the hundreds digit (8) in 894 is greater than 5, so thousands place (24 thousand) rounds up to 25 thousand. 
Other digits become zeros: 6,25,000. .

Q11: Round off 8,23,49,161 to the nearest ten lakh. 

Ans: Step 1: Identify the ten lakh place.
In 8,23,49,161, the ten lakh digit is 2 (in 23 lakh).

Step 2: Look at the digit in the lakh place, which is 3.

  • Since 3 < 5, we do not increase the ten lakh digit.

  • Replace all digits after the ten lakh place with zeros.

So, 8,23,49,161 rounded to the nearest ten lakh is:

8,20,00,000

Q12: Round off 7,68,429 to the nearest ten thousand

Ans: 7,70,000
Explanation: Check the thousands digit (8) in 8,429 is greater than 5, 
so ten-thousands place (6 ten-thousands) rounds up to 7 ten-thousands. 
Result: 7,70,000. 

Q13: How many lakhs make a billion?

Ans: 10,000
Explanation: 

We know that:

  • 1 billion = 1,000,000,000

  • 1 lakh = 1,00,000

Now, to find how many lakhs make 1 billion, we divide:

1,000,000,000 ÷ 1,00,000 = 10,000

Q14: A delivery van travels 56,789 km in Year 1 and 67,890 km in Year 2. What is the total distance covered in two years? 

Ans: 1,24,679 Km
Explanation: 56,789 + 67,890 = 1,24,679 km

Q15: A museum receives a donation of ₹ 3.27 crore. Express this amount in rupees and in the international system (with words). 

Ans: ₹ 32,700,000; thirty-two million seven hundred thousand

Explanation: Since 1 crore = 10,000,000, 
3.27 crore = 3.27 × 10,000,000 = 32,700,000 rupees. 
In international grouping that is 32 | 700 | 000 → 32 million 700 thousand, read as thirty-two million seven hundred thousand.

The document Short & Long Question Answers: Large Numbers Around Us is a part of the Class 7 Course Mathematics (Ganita Prakash) Class 7 - New NCERT Part 1 & 2.
All you need of Class 7 at this link: Class 7

FAQs on Short & Long Question Answers: Large Numbers Around Us

1. How do you write large numbers in standard form and expanded form for Class 7 Maths?
Ans. Standard form expresses numbers using digits in their place values (like 5,234,891), while expanded form breaks each digit by its value (5,000,000 + 200,000 + 30,000 + 4,000 + 800 + 90 + 1). Understanding place value systems helps students read, compare, and manipulate large numbers efficiently in NCERT mathematics.
2. What's the difference between Indian and International number systems in Class 7?
Ans. The Indian system groups digits in twos after the first three (lakhs, crores), while the International system uses threes (thousands, millions, billions). A crore equals 10 million; students must convert between systems for CBSE exams. Refer to flashcards and mind maps on EduRev to master place value naming conventions quickly.
3. How do large numbers around us relate to real-life examples like population and distance?
Ans. Large numbers describe real-world quantities: India's population (billions), distances to planets (millions of kilometres), and country areas (thousands of square kilometres). Connecting abstract mathematics to tangible contexts helps Class 7 students understand why learning numeral systems matters beyond textbooks and builds conceptual clarity.
4. Can you explain the purpose of commas in writing large numbers correctly?
Ans. Commas separate digit groups to make large numbers readable and prevent mistakes. In the Indian system, commas appear after every two digits beyond the first three (10,00,000); internationally, every three digits (1,000,000). Proper comma placement ensures accuracy when recording population data, measurements, and financial figures in mathematical problems.
5. What common mistakes do students make when comparing and ordering large numbers?
Ans. Students often ignore place value and compare digits left-to-right incorrectly, or miscalculate after converting between systems. The key error: assuming more digits always means a larger number without checking the leftmost digit's magnitude. Practising with MCQ tests and worksheets on EduRev builds accuracy in ranking millions and billions systematically.
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