Number system is defined as the proper understanding and usage of the numbers in the various places. Numbers are the basic building stones of mathematics.Number system is a way of counting using a particular base.There are different types of numbers exist, we will learn about them in brief at number system.
It includes:
The rounded number value will be same as the original number value but it will less exact. It is an approximate value of the original number.
Rules:
Example 1:
Round the number 46 to nearest ten
Solution:
Here 6 is greater than 5, so it is rounded up
46 is rounded to near ten digit 50
Example 2:
Round the number 43 nearest ten
Solution:
Here 3 is less than 5, so it is rounded down
43 is rounded down to near ten digit 40
Example 3:
Round the number 1975 to nearest thousand
Solution:
Here it is rounded to 2000
Here, the numbers are rounded and then multiplication operation is carried on.
Example1:
62 x 56
solution :
Rounded value of 62 is 60
Rounded value of 56 is 60
Product = 60 x 60
Product = 3600
Example 2:
25 x 9
solution:
Rounded value of 25 is 30
Rounded value of 9 is 10
Product = 30 x 10
Product is 300
The same procedure is also carried out in decimals.
Here, first round up the given numbers and then division of numbers are performed.
Example 1:
$\frac{42}{18}$
Solution:
Rounded value of 42 is 40
Rounded value of 18 is 20
Now dividing the rounded numbers
$\frac{40}{20}$
= 2
Example 2:
$\frac{49}{6}$
Solution:
Rounded value of 49 is 50
Rounded value of 6 is 10
Now dividing the rounded numbers
$\frac{50}{10}$
= 5
The same procedure is carried out for decimal rounding also.
Number system is a wide topic in mathematics and new research has been held based on number system frequently.
Here, we have to round the number and we have to perform the addition.
Example 1:
33 + 56
Solution:
Rounded value of 33 is 30
Rounded value of 56 is 60
Sum of the numbers = 30 + 60 = 90
Example 2:
23+34
Solution:
Rounded value of 23 is 20
Rounded value of 34 is 30
Sum = 20 +30 = 50