In the following statement, take the number of letters in a word as items and number of times a word (of the same size) repeats itself as frequencies. Prepare a discreate series. "Success in the examination confers no absolute right to appointment unless government is satisfied after such an equiry as may be considered necessary that the candidate is suitable in all respects for appointment. "

In the following statement, take the number of letters in a word as it

1.	In the following statement, take the number of letters in a word as items and number of times a word (of the same size) repeats itself as frequencies. Prepare a discreate series. "Success in the examination confers no absolute right to appointment unless government is satisfied after such an equiry as may be considered necessary that the candidate is suitable in all respects for appointment. "
Answer» Solution :Note the number of LETTERS in each WORD e.g., Success=7, in=2, the 3, examination=11, confers=7, no=2, absolute=8,right=5 , to =2, appointment=11, unless=6, government =10, is=2, satisfied=9,after=5,such=4, an=2, enquiry=7, as=2, may=3,be=2,considered=10,necessary=9, that=4, the =3, candidate=9, suitable=8,in=2,all=3,respects=8,for =3,appointment=11. Write these values as : 7,2,3,11,7,2,8,5,2,11,6,10,2,9,5,4,2,7,2,3,2,10,9,4,3,9,2,8,2,3,3,11. In these data, 2 is the SMALLEST value and 11 is the LARGEST value . So , we shall write,