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7. advantages of digital system
Noise immunity.
Less use of band width.
Encryption.
Efficiency is higher for long distance.
These are only the basic advantages.
More advantages can be learn from any
standard book.
Increase in number of levels makes the
digital signal more accurate.
We can take an example of grading
scheme.
Lets we have 100 students attending a
paper.
We have two levels 0-50-100.
So it is not good to say 0 to 50 are fail amt
above then 50 are pass.
We need more levels.
Hence we divide it like grade A,B,C,D,E,F..
In digital system we use 0 and 1 only.
0 represent off.
1 represent on.
Close switch represent 1.
Open switch represent 0.
For each switch we have two case 0 and
1.
Increase in number of switch increase 0
and 1 as power of 2.
As we know about on and off of switches.
According to these switches there are
some results.
Representing all possible results in a table
is called truth table.
No of rows depends on switches.
We use formula 2^n to get no of rows.
N is the number of switches in a case.
A(Switch 1) B(Switch 2) Result according to a
case
0 0
0 1
1 0
1 1
7. advantages of digital system

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7. advantages of digital system

  • 2. Noise immunity. Less use of band width. Encryption. Efficiency is higher for long distance. These are only the basic advantages. More advantages can be learn from any standard book. Increase in number of levels makes the digital signal more accurate.
  • 3. We can take an example of grading scheme. Lets we have 100 students attending a paper. We have two levels 0-50-100. So it is not good to say 0 to 50 are fail amt above then 50 are pass. We need more levels. Hence we divide it like grade A,B,C,D,E,F..
  • 4. In digital system we use 0 and 1 only. 0 represent off. 1 represent on. Close switch represent 1. Open switch represent 0. For each switch we have two case 0 and 1. Increase in number of switch increase 0 and 1 as power of 2.
  • 5. As we know about on and off of switches. According to these switches there are some results. Representing all possible results in a table is called truth table. No of rows depends on switches. We use formula 2^n to get no of rows. N is the number of switches in a case.
  • 6. A(Switch 1) B(Switch 2) Result according to a case 0 0 0 1 1 0 1 1