In each of the following questions, a word is represented by only one set of numbers as given in any one of the alterative . The columns and rows of a square matrix that have 121 cells are numbered from 0 to 10. A letter in a cell can be represented first by its column and then the row number e.g., B is in column 4 and row 2 and can be represented by 4 . 2

POWER

Options

A. `underline(2)" "underline(1),underline(2)" "underline(8), underline(7)" "underline(2) , underline(3)" "underline(4),underline(10) " " underline(7)`
B. `underline(5)" "underline(4),underline(9)" "underline(10), underline(3)" "underline(6) , underline(2)" "underline(5),underline(9) " " underline(8)`
C. `underline(2)" "underline(1),underline(3)" "underline(4), underline(5)" "underline(2) , underline(7)" "underline(7),underline(5) " " underline(9)`
D. `underline(5)" "underline(0),underline(3)" "underline(4), underline(7)" "underline(2) , underline(8)" "underline(1),underline(9) " " underline(5)`

Answer

D

Explanation

The pattern of coding is as follows :
`P overset("coded") to ` as in previous questions.
`O overset("coded")to` as in previous question.
W `overset("coded") to underline(1)" "underline(3),underline(3)" "underline(6),underline(3)" "underline(10), underline(5)" "underline(2),underline(7)" "underline(2), underline(9)" "underline(8)`
`E overset("coded") to ` as in previous questions.
`R overset("coded") to underline(8)" "underline(9),underline(9)" "underline(5),underline(10), underline(4) " "underline(10)" "underline(7)`
Therefore `underline(P)" "underline(O)" "underline(W)" "underline(E)" "underline(R) overset("coded") to underline(5)" "underline(0),underline(3)" "underline(4),underline(7)" "underline(2),underline(8)" "underline(1), underline(9)" " underline(5)`