id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-5005	Saadeh, Rania; Alshawabkeh, Al-anoud; Khalil, Raed; A. Abdoon, Mohamed; Taha , Nidal; Khalid Almutairi, Dalal	The Mohanad Transforms and Their Applications for Solving Systems of Differential Equations	2024	25	.pdf	application/pdf	7515	507	68	− λ1M {C1(t)}+ λ2M {C2(t)} = 0, M {C ′ 3(t)} − λ2M {C2(t)} = 0.  (44) Operating M.T. to (44) and using the initial conditions (42) ζM {C1(t)} λ2M {C2(t)} − λ1M {C1(t)} = 0, ζM {C3(t)} − ζ2C3(0)− λ2M {C2(t)} = 0.  (45) Simplifying the system (45), we obtain (ζ + λ1)M {C1(t)} = ζ2α, (ζ + λ2)M {C2(t)}	cache/ejpam-5005.pdf	txt/ejpam-5005.txt