Find the 8th term of the geometric sequence 2,-10,50,...
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Answer:((-1)^n)(3n).
I'm not really sure about this answer but here you go.
Step-by-step explanation:This sequence has common ratio (-1) and first term is -1 (so called geometric sequence). General formula is nth term is (-1) × ((-1)^(n-1))=(-1)^n. Multiplying general term of both the sequences, we get general term is ((-1)^n)(3n).
Maybe the answer is right!
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