6.4 # 4 ut 8: {(,3), (-2, -2)} nd 8'={(14,0), (-+,+} be the bases for R and let A= O 4 be the maix for T: R→ R* nlative to B. O Find the tranition mahia P from B' to B P= O uu Hhe matrices P and a to find [M]. and [rc]e, wheve [g=-f [v]g - [a -]'. O Find pot and a' ( the matix for T alative to B'). A's

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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6.4 H 4
ut 8: {(,3), (-3, -)} -nd 8'={(-4,0), (-+.+)}
let
(-12
be the bases for R; and let A- O
be
the mahix for T: R²→ R* nlabive to B.
O Find the tranrition mahia P fom B' to B
P=
O du the matrices P and a to find [M]. and
D。同
© Find pt and a ( the matix for ī nlative to B').
Transcribed Image Text:6.4 H 4 ut 8: {(,3), (-3, -)} -nd 8'={(-4,0), (-+.+)} let (-12 be the bases for R; and let A- O be the mahix for T: R²→ R* nlabive to B. O Find the tranrition mahia P fom B' to B P= O du the matrices P and a to find [M]. and D。同 © Find pt and a ( the matix for ī nlative to B').
O Fmd [rCv)]q two wags.
Glg = f"t)a-信
[r»]; = A'[v]g°•
Transcribed Image Text:O Fmd [rCv)]q two wags. Glg = f"t)a-信 [r»]; = A'[v]g°•
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