Mathematical Induction - Inequalities

Mathematical Induction Intro - • Mathematical Induction
Mathematical Induction is a mathematical technique which is used to prove a statement, a formula or a theorem is true for every natural number. The technique involves two steps to prove a statement, as stated below − Step 1(Base step) − It proves that a statement is true for the initial value.

[@user-dl3zw8hu2c]

Thank you sir for making this video

[@iqinitiative]

You are welcome 😊

[@HekandjoJohanna]

Well explained 🫡God may bless you

[@iqinitiative]

Thank you 😊

[@mjlius5758]

Perfectly explained thanks so much !

[@iqinitiative]

Glad it was helpful!

[@royalblency8870]

This is very helpful_

[@franzsenkelo6246]

Where was the 3 coming from when u introduce 3^k*3^1>(2k+1)3 now the 3 at the end where is it coming from

[@ragessa962]

Yeah he didn't explain it there. Here's how 3^k was replaced with 2k+1 as stated above in the induction assumption, then the 3 is the same 3^1 you see there

[@TsoaneloLelia-hq4ow]

pls make the similar video like this one but right site it should be (n^n) while left site is still (n!).

[@dera-ig7hn]

I don't understand it 😢

[@iqinitiative]

Try the other videos linked to this

[@princillamensah]

Great

[@iqinitiative]

Glad it helped 😊

[@sbulelenqophiso7239]

Thanks, well explained😊😊

[@iqinitiative]

Glad it was helpful 😊

[@AmbachewEbabu]

In amharic