RS Aggarwal Class 6 Maths Chapter 1 - Number System EXERCISE 1B


RS Aggarwal 2021-2022 for Class 6 Maths Chapter 1 - Number System 

RS Aggarwal Class 6 Math Solution Chapter 1 Number System Exercise 1B is available here. RS Aggarwal Class 6 Math Solutions are solved by expert teachers in step by step, which help the students to understand easily.  RS Aggarwal textbooks are responsible for a strong foundation in Maths. These textbook solutions help students in exams as well as their daily homework routine. The solutions included are easy to understand, and each step in the solution is described to match the students’ understanding.


 RS Aggarwal Class 6 Math Solution Chapter 1 Number System 


 EXERCISE 1B


Fill in each of the following boxes with the correct symbol > or < :

    1. 1003467        987965                                        2. 3572014        10235401

    3. 3254790        3260152                                      4. 10357690        11243567  

    5. 27596381        7965412                                    6. 47893501        47894021

Solution:  

    (1) 1003467 > 987965

        1003467 has 7-digit and 987965 has 6-digit ,

        Therefore, We know that a 7-digit number is always greater than a 6-digit number.

        So, 1003467 is greater than 987965.

Solution:  

    (2) 3572014 <  10235401

        3572014 has 7-digit  and 10235401 has 8-digit,

        Therefore, We know that a 7-digit number is always less than a 8-digit number.

        So, 3572014 is less than  10235401.

Solution: 

    (3)  3254790   <    3260152  

        The digit at lakh and ten lakh places are same in both numbers. 

        However, the digits at the ten thousands place in 3254790 and 3260152 are 5 and 6,

         respectively.

        Clearly, 5 < 6

         ∴ 3254790 < 3260152

Solution:  

    (4)  10357690   <    11243567

          The digit at crore place is same in both numbers. 

          However, the digits at the ten lakhs places in 10357690 and 11243567 are 0 and 1, respectively.

          Clearly, 0 < 1

          ∴ 10357690 < 11243567

Solution:  

    (5)  27596381  >  7965412

           27596381 has 8-digit  and 7965412 has 7-digit,

          Therefore, We know that a 8-digit number is always greater than a 7-digit number.

           So,  27596381 is less than  7965412

Solution: 

    (6)  47893501  <   47894021

          The digit 4,7,8, and 9 are same in both numbers,

          However, the digits at thousand places in 47893501 and 47894021 are 3 and 4, respectively.

          Clearly, 3 < 4

          ∴  47893501 < 47894021


Arrange the following numbers in descending order:

7. 63521047, 7354206, 63514759, 7355014, 102345680

Solution: 

    The given numbers in descending order are:

    102345680 > 63521047 > 63514759 > 7355014 > 7354206


8. 5032786, 23794206, 5032790, 23756819, 987876

Solution: 

    The given numbers in descending order are:

    23794206  > 23756819 > 5032790 > 5032786 > 987876


9. 190909, 1808088, 16060666, 16007777, 181888, 1808090

Solution:  

    Thus, the given numbers in descending order are:

    16060666 > 16007777 > 1808090 > 1808088 >190909 > 181888


10. 199988, 1704382, 200175, 1702497, 201200, 1712040

Solution: 

    The given numbers in descending order are:

    1712040 > 1704382 > 1702497 > 201200 > 200175 > 199988


Arrange the following numbers in ascending order:

11. 9873426, 24615019, 990357, 9874012, 24620010 

Solution: 

    The given numbers in ascending order are:

    990357 < 9873426 <  9874012 < 24615019 < 24620010


12. 56943201, 5694437, 56944000, 5695440, 56943300

Solution:  

    The given numbers in ascending order are:

    5694437 < 5695440 < 56943201 < 56943300 < 56944000


13. 700087, 8014257, 8015032, 10012458, 8014306

Solution:  

    The given numbers in ascending order are:

    700087 <  8014257 <  8014306  < 8015032 < 10012458


14. 1020304, 893245, 980134, 1021403, 893425, 1020216

Solution:  

    The given numbers in ascending order are:

    893245 < 893425 <  980134 < 1020216 < 1020304 < 1021403


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