How many letters in the word CLIENT remain in | vedclass

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(A) The word is $CLIENT$.The letters in the word are: $C, L, I, E, N, T$.Arranging these letters in alphabetical order:$C, E, I, L, N, T$.Now,compare

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Four

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(A) The word is $CLIENT$.The letters in the word are: $C, L, I, E, N, T$.Arranging these letters in alphabetical order:$C, E, I, L, N, T$.Now,compare the positions:Original: $C, L, I, E, N, T$Alphabetical: $C, E, I, L, N, T$Comparing position by position:$1$. $C$ (Original) = $C$ (Alphabetical) - Same position$2$. $L$ (Original) $
eq$ $E$ (Alphabetical)$3$. $I$ (Original) = $I$ (Alphabetical) - Same position$4$. $E$ (Original) $
eq$ $L$ (Alphabetical)$5$. $N$ (Original) = $N$ (Alphabetical) - Same position$6$. $T$ (Original) = $T$ (Alphabetical) - Same positionThe letters $C, I, N, T$ remain in the same position.Therefore,there are $4$ such letters.

How many letters in the word $CLIENT$ remain in the same position when the letters are arranged in alphabetical order?

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