Problem 5. Define a function d: R²×² → R by show the following equalities: (i) for any scalar r ER, d ra ¹ ( [re $]) = r · d ([a d]) rc (ii) d (D) - - (1) [ ([:]) = -d d ([%]) - ad-be. bc, (iii) d(1₂) = 1 (iv) a ([a+u :)) = a([c &]) d ¹ ( [$]) + d
Problem 5. Define a function d: R²×² → R by show the following equalities: (i) for any scalar r ER, d ra ¹ ( [re $]) = r · d ([a d]) rc (ii) d (D) - - (1) [ ([:]) = -d d ([%]) - ad-be. bc, (iii) d(1₂) = 1 (iv) a ([a+u :)) = a([c &]) d ¹ ( [$]) + d
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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