Cho $f:\mathbb{R}_{2}[t]\longrightarrow\mathbb{R}_{2}[t]$ được xác định như sau:
$f(Q)=(2t+1)Q-(t^{2}-1)Q^{\prime},\forall Q\in\mathbb{R}_{2}[t].$
Hãy tính $f^{n}(t).$
Edited by minhquang47, 04-01-2024 - 22:32.
$f:\mathbb{R}_{2}[t]\longrightarrow\mathbb{R}_{2}[t]$.Tính $f^{n}(t).$
Started By minhquang47, 01-01-2024 - 22:16
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