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Calculus probelm 2 and 3 please if possible In Problems 1 and 2, transform the given diff. eq or system into an equivalent system of the 1st-order diff. eqs. (1) $5.1, Ex.5: (3) = (a)² + cos r. (2) §5.1, Ex.8: +3+4x-2y=0,y"+2y-3x+y = cost. (3) $5.2, Ex.7: Solve r' = 4x+y+2t, y=-2x+y.

Calculus probelm 2 and 3 please if possible In Problems 1 and 2, transform the given diff. eq or system into an equivalent system of the 1st-order diff. eqs. (1) $5.1, Ex.5: (3) = (a)² + cos r. (2) §5.1, Ex.8: +3+4x-2y=0,y"+2y-3x+y = cost. (3) $5.2, Ex.7: Solve r' = 4x+y+2t, y=-2x+y.

Advanced Engineering Mathematics
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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Calculus probelm 2 and 3 please if possible In Problems 1 and 2, transform the given diff. eq or system into an equivalent system of the 1st-order diff. eqs. (1) $5.1, Ex.5: g(3) = (x^)2 +cos. (2) §5.1, Ex.8: " +3+4x-2y=0,"+2y-3x+y = cost. (3) $5.2, Ex.7: Solve r' = 4x+y+2t, y=-2x+y.
Transcribed Image Text:Calculus probelm 2 and 3 please if possible In Problems 1 and 2, transform the given diff. eq or system into an equivalent system of the 1st-order diff. eqs. (1) $5.1, Ex.5: g(3) = (x^)2 +cos. (2) §5.1, Ex.8: " +3+4x-2y=0,"+2y-3x+y = cost. (3) $5.2, Ex.7: Solve r' = 4x+y+2t, y=-2x+y.
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