Orthogonal Matrix Applied Mathematics 3rd Important question

[@AnjaliPrajapati-nr8zv]

Very helpful video sir thankyou so much 🎉🎉

[@Sneha_Sharma_99]

❤❤❤❤

[@ADITYAMISHRA-bx7js]

Thanks sir ji 🙏🙏🙏🙏

[@pritysingh3252]

nice video sir. keep posting

[@Chandan010sahani]

Thanku sir jii❤❤❤

[@Deepuyadav1-y3b]

Thanku sir ❤❤

[@shivirajput3441]

This video is very nice sir thank you so much.

[@khush-vh9pt]

you made this topic very easy to understand

[@SabitaSingh-g9t]

Thank you so much sir ji🙏🏻

[@MohammadMuqeem92]

Thankyou sir
Imp questions ❤❤❤

[@KHUSHI.FOUNDATION.ACADEMY]

Most welcome

[@SakshiSingh-wu7qz]

✒️✒️✒️✒️✒️

[@Abdur2004]

Thank u sir

[@KHUSHI.FOUNDATION.ACADEMY]

All the best

[@itsrama856]

A^-1 = adj A / |A|

[@ShivaniSingh-m4l]

Answer: A^-1 = adjA/|A|

[@MummyMirzapur]

Ans A^-1 =adjA/|A|

[@AyushiGupta_28]

A inverse(1/A)=(adj A)/।A।

[@alokkumargautam9707]

adj A/IAI

[@AlokGautam-dn5kt]

A^-1 =adjA/|A|

[@vislavathlingya6326]

adj A/IAI.

[@VenkateshTripathi-ts5ci]

(adj A)/।A।

[@Chandan010sahani]

1/A =adjA/|A|

[@KHUSHI.FOUNDATION.ACADEMY]

Adj A/ lAl

[@Chandan010sahani]

Yes sir chhut gaya tha galti se​@@KHUSHI.FOUNDATION.ACADEMY

[@gautamalok8619]

=adjA/|A|

[@SURESHPANDEY-cm1mf]

adjA/|A|

[@AyushiGupta_28]

Thank you sir

[@baibhavkumar9671]

adj A/IAI

[@PrashansaSingh-hf5xp]

adj A/IAI.