Calculate the $$ 87^{\text {th }} $$ number in the pattern: $$ 5 ; 8 ; 11 ; 14 ; 17 ; \ldots $$ Select one: $$ 0 \begin{array}{ll}261 \ 0 & 263 \ 0 & 104 \ 0 & 92\end{array} $$

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Chang Burgess · Accepted Answer

The $$ 87^{	ext{th}} $$ number in the pattern is 263.

Calculate the \( 87^{\text {th }} \) number in the pattern: \[ 5 ; 8 ; 11 ; 14 ; 17 ; \ldots \] Select one: \( 0 \begin{array}{ll}261 \\ 0 & 263 \\ 0 & 104 \\ 0 & 92\end{array} \)

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Calculate the \( 87^{\text {th }} \) number in the pattern: \[ 5 ; 8 ; 11 ; 14 ; 17 ; \ldots \] Select one: \( 0 \begin{array}{ll}261 \\ 0 & 263 \\ 0 & 104 \\ 0 & 92\end{array} \)

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