Simplification of Boolean Expression using Boolean Algebra Rules | Important Questions 1
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- เผยแพร่เมื่อ 16 ต.ค. 2024
- In this video, we are going to discuss some important questions on simplification of boolean expression using rules of boolean algebra.
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Started today with no knowledge of solving these expressions. Watched all the videos here to the point I will look at the problem you write, pause the video and solve it just to see that I did it right! Keep up the good work and thank you for these videos!
Thank you for your valuable feedback.
Thank you. The transparency in your teaching is priceless
I love how comprehensive your videos sir
Thank you for your valuable feedback.
thank you so much sir bcs of u I got good grades in my digital electronics paper and internal exam and also in 1st semester tysm
Awesome bro I was searching for this n I finally got 🙂
sir I was commerce student but your teaching method make me understand but if you use little bit hindi then it's great. by the way what's your name sir?
Why did you put +1 in B'C(A'+1)?
I'm confused why @10:13 you OR A' with 1? Where does the 1 come from? I thought it was going to be B'C(A'), not B'C(A'+1). It would be great if someone could explain this to me please
Because B'C(A') =B'CA' , while B'C(A'+1)=B'CA'+B'C which is the original
How x+xy=x?
I watched your previous videos but there was no proof for it
It isa boolean algebra rules that
x+xy=x
Simplification
x(1+y)=x
x(1)=x. [(1+y)=1]
x=x
Tq so much jii... Vaise aapki voice badi pyari h 😁😊
Using Boolean algebraic techniques, simplify the following Boolean
expression Y (A+B+C)(A+B)
A(A+B+C)+B(A+B+C)
A+AB+AC+AB+B+BC
A+AB+AC+B
A+AC+B
A+B
A OR B 🤔
Thank you very much
Bhaiya ye wala please pls 🥺🥺 solve kar dijiye na --> A[B+C(AB+AC) whole bar] whole bar of only (AB+AC)
Nice I have done with it 🎉👍
ABC'+ABD' ko solve kr k kia ans aye gah
Thank you so much!!
good job bro........
Z =AB + AC + B + BC
Z =B( A+C+1) +AC
[(A+C+1) = 1]
Z = B+AC//
This way is also correct, isn't it?
video starts at 1:40
Thank You Sir :)
Nice sir
super helpful
Tq so much sir
Thanks 😊
Just Incase any Atu lv200 student is watching I’m here
Ya kaha gaya ha b.b bar =0 but ya A D kaha gaya ha
Last wale me A ki existence hi khtam uska circuit me koi vajood hi ni 😅
Sir aapka naam kehe
I have one doubt 1+x=1.....then 1+x'=?
is both equal to 1
Tq sir 👍👏
BC+AC'+AB+BCD give me solution of this please
Is it coming out to be A +BC ?
Ager tum Hindi mai Explain karte to phir Mai Tumse Sikhta
There is full of confuse
"It's confusing"