Question Given the geometric sequence 3,125 over 96 comma negative 625 over 48 comma 125 over 24 comma and continuing comma what is a6?

The geometric sequence’s sixth term is -1/3. The geometric sequence’s sixth term must be found here. Given: The series is 3125/96, -625/48, 125/24….. The following is the formula to determine the nth term in a geometric sequence: aₙ= a × rⁿ⁻¹ where aₙ = nth term of the sequence a = first term of the sequence r = common ratio common ratio(r) = -625/48 ÷ 3125/ 96 = -625/48 × 96/3125 = -2/5 Now we have to find the 6th term of the series. = 3125/96(-2/5)⁶⁻¹ = 3125/96(-2/5)⁵ = 3125/96 × (-32/3125) = -32/96 = -1/3 Therefore the 6th term is -1/3. To know more about the geometric sequence visit: brainly.com/question/24643676 #SPJ1 Log in to Reply

geometric sequence’ssixth term is -1/3.geometric sequence’ssixth term must be found here.Given:The series is 3125/96, -625/48, 125/24…..geometric sequence:aₙ= a × rⁿ⁻¹common ratio(r) =-625/48 ÷ 3125/ 966th term of the series.-1/3.geometric sequencevisit: