Hey folks.

I have to find the estimated limits of this distribution using harmonic interpolation and I have no idea how to do this.

Here's the table for the upper 25% points of my distribution. Could someone show me how its done please? I.e. Whats the limit of P as n goes to infinity.

Bleh having latex trouble so heres it set out not so well...

n ----- P

5 --- 0.5218

6 --- 0.5356

7 --- 0.5455

8 --- 0.5509

9 --- 0.5553

10 -- 0.5591

11 -- 0.5624

12 -- 0.5651

13 -- 0.5675

14 -- 0.5697

15 -- 0.5715

16 -- 0.5731

17 -- 0.5746

18 -- 0.5760

19 -- 0.5772

20 -- 0.5784

21 -- 0.5793

22 -- 0.5804

23 -- 0.5813

24 -- 0.5821

25 -- 0.5829

26 -- 0.5835

27 -- 0.5842

28 -- 0.5850

29 -- 0.5855

30 -- 0.5861

40 -- 0.5906

50 -- 0.5938

60 -- 0.5959

70 -- 0.5977

80 -- 0.5992

90 -- 0.6001

100 -- 0.6011

200 -- 0.6063

400 -- 0.6098