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Mathematics, 15.12.2020 20:50 wes94

Question 7 (2 points) Use the initial term and the recursive formula to find an explicit formula for the sequence an. Answer is in simplest form.

a1=–3
an=anβˆ’1βˆ’2
Question 7 options:

an=–3nβˆ’1

an=βˆ’3nβˆ’2

an=βˆ’2nβˆ’1

an=βˆ’2nβˆ’3

an=βˆ’2nβˆ’5

an=–3nβˆ’5
Question 8 (2 points)
The explicit rule for a sequence is given.

an=βˆ’4(12)nβˆ’1
Select the recursive rule for the geometric sequence.

Question 8 options:

a1=12; an=βˆ’4anβˆ’1

a1=12; an=4anβˆ’1

a1=βˆ’4; an=12anβˆ’1

a1=4; an=12anβˆ’1

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