4, 7, 10, 13, 16, ……
Subtracting ‘2’ from the each term of A.P in given series, we get
= 4 – , 7 – , 10- , 13 – , 16 – , ……
= , , , , , ……
In the list obtained the first term
a1 = , a2 = , a3 = , a4 = ,
Also a2 – a1 = – =
a3 – a2 = – =
a4 – a3 = – =
i.e., d = a2 – a1 = a3 – a2 = a4 – a3 =
∴ The resulting list forms an A.P.