Match the general solutions to the differential equations. (D²-18D+81)y=0 ✓ (D²+14D+49) y = 0 ✓ (D²+16D+64)y=0 ✓ (D²-12D+36) y = 0 8 A. y = Ae³+ Bxe 7x By=Ae+ Bxe" -9x Cy=Ae + Bxe D.y=C₁₂+0 E-y=Ae-75₁ -6x 6x ve di + Bxe Fy=Ae 9. Gy=Ae+ Bxe + Bxe -9c -8 H-y=Ae + Bxe -7x -8x
Match the general solutions to the differential equations. (D²-18D+81)y=0 ✓ (D²+14D+49) y = 0 ✓ (D²+16D+64)y=0 ✓ (D²-12D+36) y = 0 8 A. y = Ae³+ Bxe 7x By=Ae+ Bxe" -9x Cy=Ae + Bxe D.y=C₁₂+0 E-y=Ae-75₁ -6x 6x ve di + Bxe Fy=Ae 9. Gy=Ae+ Bxe + Bxe -9c -8 H-y=Ae + Bxe -7x -8x
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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