Table 2.

Skin friction coefficient, Local Nusselt number and Sherwood number variation at $Nr=0.1,Sr=2,D_f=1,Sc=0.22,Kr=2,H=0.5,{\theta }_w=1.2,Pr=15\text{and}\gamma =0.5$.

$M$	$k$	$N$	$\lambda$	${\theta }_w$	$Pr$	$\left(1+\frac{1}{\gamma }\right)f^{\prime \prime }\left(0\right)$	$-\left(1+Nr{\theta }_w^3\right){\theta }^{\prime }\left(0\right)$	$-C^{\prime }\left(0\right)$
0.5	0.5	1	0.1	1.2	15	−2.848999	1.914061	0.209640
0.6						−2.905504	1.915704	0.208905
0.7						−2.970927	1.917595	0.208064
	0.6					−2.670698	1.908813	0.212005
	0.7					−2.535931	1.904784	0.213843
		0.6				−2.841723	1.913831	0.209748
		0.7				−2.834449	1.913602	0.209856
			0.2			−2.781439	1.912159	0.210469
			0.3			−2.713809	1.910258	0.211297
				1.3		−2.849106	2.003153	0.205647
				1.4		−2.849227	2.108631	0.200873
					16	−2.849104	1.903250	0.212310
					17	−2.849136	1.890128	0.216024