Find the 3rd term in geometric sequence whose first term is - 8 and whose common ratio is 6

Question

Dax Christensen

Mathematics

2 March, 13:30

Find the 3rd term in geometric sequence whose first term is - 8 and whose common ratio is 6

+4

Answers (1)

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Makayla Hancock · Answer 1

So basically you take - 8, multiply by 6 and get - 48, which is the second term in the sequence. Then take - 48 and multiply by 6 to get - 288, which is the third term