How many T's are there in the following seque | vedclass

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(D) We need to find the occurrences of $T$ such that the pattern is $P-T-X$,where $X$ is not $S$.Let's analyze the sequence: $S, T, P, Q, T, S, P, T,

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(D) We need to find the occurrences of $T$ such that the pattern is $P-T-X$,where $X$ is not $S$.Let's analyze the sequence: $S, T, P, Q, T, S, P, T, R, P, T, S, R, P, S, T, Q, P, T, R, P, T, M, P, T, S$.$1$. Identify all $T$'s preceded by $P$ $(P-T)$:- $P, T, R$ (Here $X = R$,which is not $S$)- $P, T, S$ (Here $X = S$,which is excluded)- $P, T, R$ (Here $X = R$,which is not $S$)- $P, T, M$ (Here $X = M$,which is not $S$)- $P, T, S$ (Here $X = S$,which is excluded)$2$. The valid occurrences are:- $P, T, R$ (first occurrence)- $P, T, R$ (second occurrence)- $P, T, M$ (third occurrence)There are $3$ such $T$'s.

How many $T$'s are there in the following sequence which are immediately preceded by $P$ but not immediately followed by $S$?
$S, T, P, Q, T, S, P, T, R, P, T, S, R, P, S, T, Q, P, T, R, P, T, M, P, T, S$

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How many $T$'s are there in the following sequence which are immediately preceded by $P$ but not immediately followed by $S$?$S, T, P, Q, T, S, P, T, R, P, T, S, R, P, S, T, Q, P, T, R, P, T, M, P, T, S$