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The system of first order differential equations y₁ = -4y₁ + 5y2 + 1 32 = 5y1 - 4y2 +1 where yı(0) = 0, y2 (0) = 0 has solution y₁ (t)= 4e³t y2(t) = -7e³t

The system of first order differential equations y₁ = -4y₁ + 5y2 + 1 32 = 5y1 - 4y2 +1 where yı(0) = 0, y2 (0) = 0 has solution y₁ (t)= 4e³t y2(t) = -7e³t

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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Entered 4*[e^(3*t)] -7*[e^(3*t)] At least one of the answers above is NOT correct. has solution yı(t)=4e³t y₂(t) = -7e³t The system of first order differential equations y'₁ = −4y1 + 5y2 + 1 y2 = 5y1 - 4y2 +1 where y₁ (0) = 0, y₂ (0) = 0 Answer Preview 4e³t -7e³t Result incorrect incorrect
Transcribed Image Text:Entered 4*[e^(3*t)] -7*[e^(3*t)] At least one of the answers above is NOT correct. has solution yı(t)=4e³t y₂(t) = -7e³t The system of first order differential equations y'₁ = −4y1 + 5y2 + 1 y2 = 5y1 - 4y2 +1 where y₁ (0) = 0, y₂ (0) = 0 Answer Preview 4e³t -7e³t Result incorrect incorrect
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