Different Number Systems – There are some different Number
System with correspondence base. Which will describe as follows-
Number System | Base | Representation |
Binary Number System | 2 | (Number)2 |
Decimal Number System | 10 | (Number)10 |
Octal Number System | 8 | (Number)8 |
Hexadecimal Number System | 16 | (Number)16 |
Note : Any number can be in decimal form. So there is an another
way to solve them quickly. Let’s understand with an example.
Ex 1. (4064.10)10
Sol. This Number can also be written as
(4*103) + (0*102) + (6*101)
+ (4*100) + (1*10-1) + (0*10-2)
Note that after decimal digits we will use decreasing power
of 10 from left to right.
Ex 2. (1101.01)2
Sol. This Number can also be written as
(1*23) + (1*22) + (0*21) +
(1*20) + (0*2-1) + (0*2-2)
Exercise:
From Question 1 to 5, expand with theirs correspondence
base.
1. (6529.89)10
2. (1164.54)8
3. (10011.01)2
4. (4301.44)5
5. (11111.01)8
1.
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In our next article we will discuss conversion of One Number System from another Number System.
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