Let α and β (β<α) be the roots of equation x2−6x+8=0. IfA denotes the number of ways of dividing (α+β) people in groups of β,(β+1) and (β−1) people,and B denotes the number of ways of dividing (α⋅β) people in groups of 2 people, then

Let α and β (β<α) be the roots of equation x2−6x+8=0. IfA denote

1.	Let α and β (β<α) be the roots of equation x2−6x+8=0. IfA denotes the number of ways of dividing (α+β) people in groups of β,(β+1) and (β−1) people,and B denotes the number of ways of dividing (α⋅β) people in groups of 2 people, then
Answer» Let $α$ and $β (β < α)$ be the roots of equation $x^{2} - 6 x + 8 = 0$ . If $A$ denotes the number of ways of dividing $(α + β)$ people in groups of $β, (β + 1)$ and $(β - 1)$ people, and $B$ denotes the number of ways of dividing $(α \cdot β)$ people in groups of $2$ people, then