Digital Electronics - Boolean Algebra and Logic Simplification - Discussion
Discussion Forum : Boolean Algebra and Logic Simplification - General Questions (Q.No. 16)
16.
What is the primary motivation for using Boolean algebra to simplify logic expressions?
Discussion:
8 comments Page 1 of 1.
ISMAIL YUSUF 012 BABA said:
1 decade ago
It may make it easier to understand, it may reduce the number of gates, it may also reduce the number of input require.
So all of the the option the answer. So the answer will be all of the above.
So all of the the option the answer. So the answer will be all of the above.
Shri said:
1 decade ago
How it helps to reduce the number of inputs? please any one help me.
Chs said:
1 decade ago
How does it reduce the number of inputs?
NAJIR ANWAR said:
10 years ago
How it can be possible?
Shiv said:
9 years ago
xy + xx + xz + yx + zy
We will remove the similar term.
=> xy + xx + xz + zy
=> xx + xy + xz + zy
=> x(1+y) + xz + zy
=> x + xz + zy
=> x(1+z) + zy
=> x + zy
We will remove the similar term.
=> xy + xx + xz + zy
=> xx + xy + xz + zy
=> x(1+y) + xz + zy
=> x + xz + zy
=> x(1+z) + zy
=> x + zy
Ramsuraj said:
8 years ago
How it can reduce the number of inputs? There are 3 inputs x,y,z.
After simplification also there are only 3 inputs x, why and z.
Then how can the inputs be reduced?
After simplification also there are only 3 inputs x, why and z.
Then how can the inputs be reduced?
Meow said:
7 years ago
Even after simplification we require same number of inputs. Then how can it reduce the number of inputs?
Jimmy said:
7 years ago
Eg: x+xz.
Here we require 2 inputs.
But on simplification it can be reduced as:
x(1+z)=x.
Hence the number of inputs has reduced.
Here we require 2 inputs.
But on simplification it can be reduced as:
x(1+z)=x.
Hence the number of inputs has reduced.
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