id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
iajs-2139	Yassein, Samaher M.	Application of Iterative Method for Solving Higher Order Integro-Differential Equations	2019	11	.pdf	application/pdf	4044	294	74	= ex Solution Via implementing same steps as described in the previous section, we first begin by solving the following initial problem to find the initial approximation 𝑦0 (x), the SAIM will be applied as L(y0) = 1 − e + ex with 𝑦0 (0)= 𝑦0′ (0) = 𝑦0 ′′(0) =1 where h(x) = e − ex − 1, L(y) = d3y dx3 , N(y) = 0. sinx + cosx + 2 ∫ sin(x − t) y(t)dt x 0 (28) and has a solution: y1 = 9cosx − 8x + 10sinx − xcosx + xsinx + 4x2 + 4x3 3 − x4 6 − x5 30 + x6 180 + x7 1260 − 8 y2 = 97cosx	cache/iajs-2139.pdf	txt/iajs-2139.txt