Answer :
The arithmetic means of the given sequence is 2455, 1675, 895
let the first term be u(0).
and, first term u(1) = 3124
We can use the recurring formula as:
u(n+1)=u(n)+d
u(1)=u(0)+d
and, u(0)=u(1)-d
and, u(0)=3125-d
Using the explicit relation
u(n)=u(0)+nd
u(5)=u(0)+5d
5=3125-d+5d
4d=-3120
d=-780
and, u(2)=u(1)-780
u(2) = 3125-780
u(2) = 2345
and, u(3)=2345-780
u(3) =1565
and, u(4)=1565-780
u(4) = 785
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