Understanding 0% Trust 100%
I don’t think anyone thought it was rational..
10th graders in comment section showing what they have learnt whole year 😭🙏
√2 is so irrational that it looks like it was MADE IN HEAVEN.
In exam: Q-Proof that √2 is irrational. (3m) Ans- 👀
Irrational ❌ Irritable ✅
Let us assume that √2 is a rational no. •we know that a rational no. is in the form of p/q. A.T.P, √2 = p/q (Squaring both sides we get,) (√2)^2 = (p/q)^2 2 = p^2/q^2 2q^2 = p^2 °But a fractional no. can not be a whole no. So, our assumption is wrong Hence,√2 is an irrational no.(proved)
I will surely prove this in the same way during boards 👍🏻
100bit bhaiya ki research😂😂😂
Nobody: Me trying to draw a circle while making art:
Respect to the guy that did a massive calculation
Ultra edge : not out 😂
The animation would need to go on forever.
School wala method hi thik hai 😅😅
Easiest method to prove √2 irrational as it is non terminating non recurring
The Loop represents non-terminating no. 2½ is an irrational no...non terminating
Thats why its characterized Non-terminating, Non-repeating
So this was shobit bhaiya's research 💀☠️
every tenth board question (juniors note it down *serious*) 😂😂😂...
@HABhelloandbye