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So helpful thanks from🇧🇩
Love From Bangladesh 🇧🇩
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The problem is that the answer is a number, not a matrix..why ??
Well as you can see at the end, the result is in a matrix form. 11, 40, 47, 152, -180, -10, 24, 14, -44.
The classical adjoint answer will be in matrix form. It is the transpose of your cofactor of the 3x3 matrix given.
Rip speaker 🔊 outro ☠️☠️☠️
thankyou so much
Thank you so much
Thanks for this good lady! Have a great day.
So helpful thanks from🇧🇩
Love From Bangladesh 🇧🇩
You made my day😂
Thank you so much. It will be very useful in my cryptography exams. I was having a hard time solving Hill Cipher decryption.
I love you ❣️ & i wish your channel will have more than millions of subscribers .
You are welcome :)
Thank you soon much ❣️ it's very easy to understand ☺️
You are welcome :)
Thank You So Much ! Love From Bangladesh 🇧🇩
You are welcome :)
Its really helpful...thanks
Thank you sis..
Tq tq's a lot you understand the concept very simply with very short time
Loved it mam superb❤️❤️❤️
Thanks dear love u ❤️❤️
Tnx dear
That's really helpful.Thanks for the info
Our pleasure!
great really helpful for me
thanks a lot
Much love🖤
You are welcome :)
thankyouuuuu so muchhhhh
Tq🌝
It's very helpful
Thank u so much ❣️
You are welcome :)
Thank you lot for your *information* 🤝🏻 💐
Welcome 👍
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Thank you sis❤️❤️
You’re welcome 😊
Thanks a lot
You are welcome :)
Tank you🥺
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Thanks ❤️
You're welcome 😊
Very helpful
Thanks 💜
You're welcome 😊
Thanks
Welcome
thanks youuuu
Thank you 😊
you are welcome :)
Super
Thanks so much 🙏🏻
You’re welcome 😊
Thnx for life hax
You are welcome :)
The problem is that the answer is a number, not a matrix..why ??
Well as you can see at the end, the result is in a matrix form. 11, 40, 47, 152, -180, -10, 24, 14, -44.
The classical adjoint answer will be in matrix form. It is the transpose of your cofactor of the 3x3 matrix given.
Rip speaker 🔊 outro ☠️☠️☠️
thankyou so much
Thank you so much
You are welcome :)
Very helpful