if p(x)= 5x^2+2x+3, as per your example, then p(x=4)=91=0 mod 7. Hence p(x) is reducible when p=7. In fact, using the Berlekamp factorization algorithm tells us, p(x) = 5(x+3)^2 mod 7.
Ma'am can you please tell me the name of the book you are showing and using in this video and video of Einstein criterion of irreducibility to explain theorems. I will be grateful to you.
if p(x)= 5x^2+2x+3, as per your example, then p(x=4)=91=0 mod 7. Hence p(x) is reducible when p=7. In fact, using the Berlekamp factorization algorithm tells us, p(x) = 5(x+3)^2 mod 7.
Didi ,keep your health good
Ma'am can you please tell me the name of the book you are showing and using in this video and video of Einstein criterion of irreducibility to explain theorems.
I will be grateful to you.
Joseph A Gallian
@@tripBohemia Thank you very much ma'am 😊
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Where i can watch all the lectures?
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