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Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1

Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1Q1: Multiple Choice Questions (MCQs)

(i) What is the place value of 5 in 1536?
(a)
5
(b) 50
(c) 500
(d) 5000

Ans: (c) 500
 The place value of 5 is 500. (Hundred)
Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1Here are the values of each number:
Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1

(ii) Which number comes first in ascending order?  
7308, 7038, 7348, 7304
(a) 7308
(b) 7038
(c) 7348
(d) 7304 

Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1

Ans: (b) 7038

(iii) What is the short form of 8,00,000 + 2,000 + 30 + 6?
(a)
80,236
(b) 8,20,036
(c) 8,02,036
(d) 8,20,306

Ans: (c) 8,02,036
8,00,000 + 2,000 + 30 + 6 = 8,02,036
We start by adding the place values together:

  • 8,00,000 (Lakhs place)
  • 2,000 (Thousands place)
  • 30 (Tens place)
  • 6 (Ones place)
  • When we put these values together in one number, we get 8,02,036.


(iv) Which is the largest number in this group? 7,20,163; 7,20,136; 7,02,163; 7,02,613
(a) 
7,20,136
(b) 7,02,613
(c) 7,02,163
(d) 7,20,163

Ans: (d) 7,20,163

(v) Which is the smallest 4-digit number using all different digits other than 0?

(a) 1023

(b) 1234

(c) 1032

(d) 1042

Ans: (b) 1234


Q2: True or False

(i) The place value of 4 in 3,49,026 is 4,000.
Ans:
True

(ii) In the number 8036, 3 is in the hundreds place.
Ans: False

(iii) The number 1,25,471 is smaller than 61,832.
Ans: 
False

(iv) The smallest whole number is 0.
Ans:
True

(v) 7,36,000 is the predecessor of 7,35,999.
Ans:
False


Q3: Fill in the Blanks

(i) In 1042, 2 is at the _____ place.
Ans:
Ones

(ii) The place value of 6 in 6,00,087 is _____.
Ans: 600,000 (Lakhs)

(iii) The first six multiples of 4 are ____, ____, ____, ____, ____, and ____.
Ans: 
4, 8, 12, 16, 20, 24

(iv) Arrange the numbers 62,917; 1,00,008; 45,132; 36,472 in descending order:
Ans:
1,00,008; 62,917; 45,132; 36,472

(v) The predecessor of the smallest 6-digit number is ____.
Ans:
99,999


Q4: Answer the Following Questions

(i) Write the place value of 2 in 7,52,693.
Ans: 2,000 (Thousands)

(ii) Which is greater: 3,69,501 or 3,69,510?
Ans: 
3,69,510

(iii) Write the short form of: 9,00,000 + 4,000 + 200.
Ans: 
9,04,200

(iv) Arrange the numbers 4526, 4256, 4569, 4325 in ascending order.
Ans: 
4256, 4325, 4526, 4569

(v) Write the number name for 4,65,009.
Ans:
Four lakh sixty-five thousand and nine


Q5: Find the place-value of 6 in each of the following numbers:

(a) 19,356 
Ans: The place value of 6 is 6 (ones)

(b) 6,00,087
Ans: The place value of 6 is 600000 (lakhs)


Q6:  Write the number names for each of the following numbers: 

(a) 2,50,006 
Ans: Two lakh fifty thousand and six.

(b) 4,65,009 
Ans: Four lakh sixty five thousand and nine.

The document Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1 is a part of the Class 4 Course Mathematics for Class 4.
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FAQs on Class 4 Maths - Introduction to Numbers - CBSE Worksheets Solutions - 1

1. What is numeration and why is it important in mathematics?
Ans.Numeration is the system of naming and expressing numbers. It is important in mathematics because it provides a way to quantify, compare, and perform operations with numbers, which are essential skills in various real-world applications, such as budgeting, measuring, and data analysis.
2. What are the different types of numeration systems used in mathematics?
Ans.The most common types of numeration systems include the decimal system (base 10), binary system (base 2), octal system (base 8), and hexadecimal system (base 16). Each system uses a different base to represent numbers, and they are used in various fields such as computing and engineering.
3. How do you convert numbers from one numeration system to another?
Ans.To convert numbers from one numeration system to another, you can use methods such as repeated division for converting to decimal, or multiplication by the base for converting from decimal to another base. Understanding the place value in each system is also crucial for accurate conversions.
4. What are place values and how do they work in different numeration systems?
Ans.Place values indicate the value of a digit based on its position in a number. In the decimal system, for example, the place values from right to left are units, tens, hundreds, etc. In binary, the place values are powers of 2. Each system has its own rules for determining place values, which are essential for performing arithmetic operations.
5. How can I practice and improve my numeration skills effectively?
Ans.To practice and improve your numeration skills, you can use worksheets, online quizzes, and math games that focus on different numeration systems and conversions. Additionally, studying examples and solving problems regularly will help reinforce your understanding and proficiency in numeration.
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