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What is the term $a_{8}$ of the sequence $\{a_{n}\},$ if $a_{n}$ equals

  1. $2^{n−1}$
  2. $7$
  3. $1 + (−1)^{n}$
  4. $−(−2)^{n}$
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$n=8$

A).$ 2^{n-1}=2^{7}=128$

B).7

C).$1+(-1)^{n}=1+(-1)^{8}=1+1=2$

D)$.-(-2)^{n}=-(-2)^{8}=-256$

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