Arrange the given words in the sequence in which they occur in the dictionary.
i. Prandial
ii. Preach
iii. Priam
iv. Price
v. Pseudo
- Aiii, iv, v, i, ii
- Bi, v, iv, ii, iii
- Ci, ii, iii, iv, v
- Dv, iii, iv, i, ii
Solution & Step-by-step Explanation
Let's order the given words alphabetically step-by-step:
All words start with 'P'. Looking at the second letters:
'r' in Prandial, Preach, Priam, Price
's' in Pseudo
Since 'r' comes before 's', Pseudo (v) will be the last word.
Now comparing words starting with 'Pr':
Prandial (third letter 'a')
Preach (third letter 'e')
Priam (third letter 'i')
Price (third letter 'i')
Sorting by third letter:
'a' comes first → Prandial (i)
'e' comes next → Preach (ii)
Next is 'i'. Let's compare Priam and Price by their fourth letters:
'a' in Priam
'c' in Price
Since 'a' comes before 'c', Priam (iii) comes before Price (iv).
Putting it all together, the exact sequence is:
i. Prandial → ii. Preach → iii. Priam → iv. Price → v. Pseudo
Thus, the proper order code sequence is i, ii, iii, iv, v.
All words start with 'P'. Looking at the second letters:
'r' in Prandial, Preach, Priam, Price
's' in Pseudo
Since 'r' comes before 's', Pseudo (v) will be the last word.
Now comparing words starting with 'Pr':
Prandial (third letter 'a')
Preach (third letter 'e')
Priam (third letter 'i')
Price (third letter 'i')
Sorting by third letter:
'a' comes first → Prandial (i)
'e' comes next → Preach (ii)
Next is 'i'. Let's compare Priam and Price by their fourth letters:
'a' in Priam
'c' in Price
Since 'a' comes before 'c', Priam (iii) comes before Price (iv).
Putting it all together, the exact sequence is:
i. Prandial → ii. Preach → iii. Priam → iv. Price → v. Pseudo
Thus, the proper order code sequence is i, ii, iii, iv, v.