Sequences and Series: Tell Us Sumthing Good True or False

1.	Find the common difference for the sequence 8, 4, 0, …->-4 True False
2.	Find the next three terms: -> True False
3.	List the first 4 terms of the arithmetic sequence given by {a_n} = (a_{n – 1}) + 4 whose first term is -5.->-5, -9, -13, -17 True False
4.	Find the recursive rule for the sequence -1, -6, -11, -16, …->{a_n} = (a_{n – 1}) – 5 True False
5.	Find the explicit rule for the arithmetic sequence given by 2, 4, 6, 8, …->{a_n} = 2 + 2(n – 1) True False
6.	Given the arithmetic sequence {a_n} = (a_{n – 1}) – 1 with a₁ = 1, find the 40^th term.->40 True False
7.	Find the 5^th partial sum of the sequence {a_n} = 4 – 2(n – 1).->2 True False
8.	Find the 10^th partial sum of the sequence {a_n} = 3 + 2(n – 1).->120 True False
9.	Find the sum: ->180 True False
10.	Find the sum: ->33 True False

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