On the Use of Recursive Evaluation of Derivatives and Padé Approximation to Solve the Blasius Problem

Table 1

Taylor series solutions () compared (increasing sequence).

	Present		Ahmad [7]
3	0.408248290	1	0.408248
6	0.441742835	2	0.441743
15	0.460566286	5	0.460566
21	0.463662320	7	0.463662
45	0.467293212	15	0.467293
75	0.468366120	25	0.468366
150	0.469065604	50	0.469066
300	0.469365358	100	0.469365
600	0.469495691	200	0.469496
900	0.469534749	300	0.469535
3000	0.469583484	1000	0.469583
6000	0.469592426	2000	0.469592
9000	0.469595183	3000	0.469595
12000	0.469596501	4000	0.469597