If my videos have added value to you, join as a contributing member at Patreon: / sunildhimal Example problems based on asymptotic notations: Big Oh, Big Omega, Theta notation.
I saw same example of n/2(n-1) in a book resulting in values n>= 2(same value as above) & c1 = 1/5 and c2 = 1. Does that mean we are only interested in mainly value of n. not in these constants, they may vary as per solution approach ?
Saved my Design and Analysis of Algorithms course. Very clear and precise Sunil Southern Africa approves.
Great Video, very helpful. Thank you
Thank you for this video it was very helpful.
Great explanation !
Thanks sir 😊
Really thanks
Thank you for making this concept so simple🙏❤❤ You helped me for my exam preparation
Very nice 👍
Thanku so much
in 15:27. why did you put 1/2 n^2, did you assume that c2 would be 1/2 or g(n)=n^2=1/2 n^2 ?? and if it is n^2=1/2 n^2. how did it come?
sir where can i find the solutions for the last 4 problems so i can check my answers ?
for the last problem i took
10n^2+4n=3=10n^2
n=1
17>10
n=2
51>40
Is this correct way to prove ?
first example 1/2n^2 - 1/2n me c 1/2 ke jagaha par 1 liya chalenga kya ??
Is example m hum 1/2n^2 me se -1/2n^2 apne man se kyu kr rhe h?
is it possible that i can take different values of c1 and c2, not same like you take? will it valid?
Yes. I have considered it as c1, c2 etc. instead of a fixed numeric value as cost changes from system to system.
I saw same example of n/2(n-1) in a book resulting in values n>= 2(same value as above) & c1 = 1/5 and c2 = 1. Does that mean we are only interested in mainly value of n. not in these constants, they may vary as per solution approach ?
Yes, as long as you satisfy the conditions, any value of constant would work!
Name of the book please ?
👍
Sir i didn't get it
5:02 1/4 > 1/2
Lcm me 4nsquare minus 2n square
shouldn't it satisfy all values of n how can we say that it is the omega in 7:20
N should be greater then 1
op op super op
-1/2n -1/2n = -n not -1/4n
Both items are being multiplied in the video and not subtracted.
sir where can i find the solutions for the last 4 problems so i can check my answers ?