on spot exam mein thought process mera ye tha ki : by observation Ptranspose = adj(P) P^-1 = adj(P)/det(P) det(P) = cos²θ + sin²θ = 1 so Ptranspose = adj(P) now B¹⁰ = PA¹⁰P^(T) C = A¹⁰ By multiplying we can observe the pattern of element in diagonal a22 = 1 for A^n n ≥ 1
@@sanjeevsir29077 sir ek baar 29S2 ka non differntiable points wala ques check kr lijiye vo ques me jo nta ne ans dia h uspe toh fn differentiable aa rha h
Thank You sir❤❤❤❤
Revised some properties of matrices from here
👍👍👍
Bhai wah !
@@aProudHinduatani thanks Ji
on spot exam mein thought process mera ye tha ki :
by observation Ptranspose = adj(P)
P^-1 = adj(P)/det(P)
det(P) = cos²θ + sin²θ = 1
so Ptranspose = adj(P)
now B¹⁰ = PA¹⁰P^(T)
C = A¹⁰
By multiplying we can observe the pattern of element in diagonal
a22 = 1 for A^n
n ≥ 1
Good morning sir
Sir 22nd Jan 2nd shift ka numerical differential equation ka question solve nahi ho raha hai pls check kare
Ok Ji, I will look into it
@@sanjeevsir29077 sir ek baar 29S2 ka non differntiable points wala ques check kr lijiye vo ques me jo nta ne ans dia h uspe toh fn differentiable aa rha h