Arrange the given words in the sequence in wh | vedclass

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(A) To arrange the words in dictionary order,we compare them letter by letter:$1.$ Preach $(P-R-E-A-C-H)$$2.$ Praise $(P-R-A-I-S-E)$$3.$ Precinct $(P-

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$2, 1, 5, 4, 3$

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(A) To arrange the words in dictionary order,we compare them letter by letter:$1.$ Preach $(P-R-E-A-C-H)$$2.$ Praise $(P-R-A-I-S-E)$$3.$ Precinct $(P-R-E-C-I-N-C-T)$$4.$ Precept $(P-R-E-C-E-P-T)$$5.$ Precede $(P-R-E-C-E-D-E)$Step $1$: All words start with '$P-R$'.Step $2$: Comparing the third letter: '$A$' comes before '$E$'. Thus,$2$ (Praise) comes first.Step $3$: Now compare the remaining words starting with '$P-R-E$':- Preach $(P-R-E-A...)$- Precinct $(P-R-E-C-I...)$- Precept $(P-R-E-C-E-P...)$- Precede $(P-R-E-C-E-D...)$Step $4$: '$A$' comes before '$C$',so $1$ (Preach) comes second.Step $5$: Comparing the fourth letter of the remaining words: all have '$C$'.Step $6$: Comparing the fifth letter: '$E$' comes before '$I$'. So,$4$ (Precept) and $5$ (Precede) come before $3$ (Precinct).Step $7$: Comparing $4$ (Precept: $P-R-E-C-E-P$) and $5$ (Precede: $P-R-E-C-E-D$): '$D$' comes before '$P$',so $5$ comes before $4$.Final sequence: $2, 1, 5, 4, 3$.

Arrange the given words in the sequence in which they occur in the dictionary and then choose the correct sequence.
$1.$ Preach,$2.$ Praise,$3.$ Precinct,$4.$ Precept,$5.$ Precede

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Arrange the given words in the sequence in which they occur in the dictionary and then choose the correct sequence.$1.$ Preach,$2.$ Praise,$3.$ Precinct,$4.$ Precept,$5.$ Precede