If my matrix contributes eigenvalue A = 3+ 4i with corresponding eigenvector v = [i, 1]. What are the two basis solutions? O 71= e"[- sin(3t), cos(3t)], * 2 = e"[cos(3t), sin(3t)], 21 = el– sin(4t),...

Extracted text: If my matrix contributes eigenvalue A = 3+ 4i with corresponding eigenvector v = [i, 1]. What are the two basis solutions? O 71= e"[- sin(3t), cos(3t)], * 2 = e"[cos(3t), sin(3t)], 21 = el– sin(4t), cos(4t)], 2 2 = e" [cos(4t), sin(4t)], O 71= e*[- sin(4t), sin(4t)], 22 = e"[cos(4t), cos(4t)],