What is Diagonal, Leading Diagonal or Off Diagonal Of A Matrix or Determinant?

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Definition of Diagonal or Leading Diagonal of a matrix or determinant.
Definition of off Diagonal of a matrix or determinant.

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Sir ke pass aa jane se hi maths ka koi bhi concept ho interesting ho jata hai
😍 ♥ love u sir ♥ 😍

Waytoupsc
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Love from Turkey, Sir your video help a lot in Turkish Common Engeenering Entrance Exam

reimannintegrability
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Sir plz prove this in complex numbers :
| zk + zk − 1 | ≤ | zk | + | zk − 1 | ≤ 2

jitendrasng
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If I'm not wrong, the off-diagonal is the set of entries except the principal diagonal. And what you mentioned as 'off-diagonal' actually is the anti-diagonal or counter-diagonal.

kawsarahmedasif
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sir apse milna hai aap bhot bhadiya mathematics ke teacher hai, fan ho gaya mai aapka

lkt
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Sir please bsc maths ki bhi class ap start karyaye na....🥺🥺🙏🏻🙏🏻🙏🏻
Sir please 🥺🥺🙏🏻🙏🏻

ujjwalghosh
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Sir please ek WBJEE maths PYQS session le aao . Really want it!!!

piyushsinha
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Arts and commerce Wale hi nahi like karenge ❤❤❤

uxj
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Thanks sir for your free courses, love from Bangladesh, Visit here some day sir, 😊😊

xpscorp
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Sir ek question hai e^x +e^1/x is decreasing in (0, ♾️) hai kya???
Please please sir video banakar solution dal do 🙏

aryaveer