principle of mathematical induction example 7 & 8 ( pmi class 11) ncert math

#PRINCIPLE OF MATHEMATICAL INDUCTION
HELLO STUDENTS HERE I HAVE DISCUSSED 7th and 8th example of Ncert textbook.

Mathematical induction is a mathematical proof technique. It is essentially used to prove that a property P holds for every natural number n, i.e. for n = 0, 1, 2, 3, and so on


The Principle of Mathematical Induction.
If for any statement involving a positive integer n then the following are true:
1) The statement holds for n=1
and
2) Whenever the statement holds for n=k ,
it must also hold for n=k+1 then the statement holds for for all positive integers n.

-~-~~-~~~-~~-~-
Please watch: "FACTORIZATION OF CUBIC EQUATION SHORTCUT/ Math Tricks. शॉर्टकट तरीका"
-~-~~-~~~-~~-~-

[MaryamStudy]

Thanks for watching !!! I appreciate all the likes you drop on my videos.
Please let me know if you have any questions in comments below.

[ashwanthgpn]

Very good explanation mam thank you mam

[tajindersandhu]

Thaanku mam, it's really very helpful not only for me even for all who are not going to tuitions

[amanpreetkaur]

Thank u mam🙏🙏
Your teaching method is very nice👌👌👌

[justalazyguy._]

Mam you splited 6:23 and just undo the step 😕
What's the logic😟

[adityachauhan]

Maam please video banana mat chor na kyoki there are many maths youtubers jo ki galat galat solution kara kay question karatay hai

[sakuntalakar]

Why do we add (k+1)^2 on both sides I couldn't understand that