Let T : P3 → R* be defined by 2а - 26 + с — Зd т (аг3 + ba? + сх + d) -а + 3b + 2с — Зd Let u = æ3 – 3x, B = {1, x, x² , æ³}, and За — Зс — 2d C = 2 -2 1 -3 Given (T -3 5 1 ,use the Fundamental...


Let T : P3 → R* be defined by<br>2а - 26 + с — Зd<br>т (аг3 + ba? + сх + d)<br>-а + 3b + 2с — Зd<br>Let u = æ3 – 3x, B = {1, x, x² , æ³}, and<br>За — Зс — 2d<br>C =<br>2<br>-2<br>1<br>-3<br>Given (T<br>-3<br>5<br>1<br>,use the Fundamental Theorem of Matrix Representations to find<br>4<br>-3 -5<br>1<br>Pe(T(u)).<br>Ex: 5<br>Pc(T(u)) :<br>

Extracted text: Let T : P3 → R* be defined by 2а - 26 + с — Зd т (аг3 + ba? + сх + d) -а + 3b + 2с — Зd Let u = æ3 – 3x, B = {1, x, x² , æ³}, and За — Зс — 2d C = 2 -2 1 -3 Given (T -3 5 1 ,use the Fundamental Theorem of Matrix Representations to find 4 -3 -5 1 Pe(T(u)). Ex: 5 Pc(T(u)) :

Jun 03, 2022
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