For questions 3-6 use the graphs of the first twenty terms of the infinite sequences A. B. and C whose graphical representations are shown on the right to complete the tasks. 3) Approximate the numeric limit of each infinite sequence, if one appears to exist. If the numeric limit does not Sequence A (I points each) appear to exist, then write D.N.E. in the space provided. i. Limit of Sequence A: ii. Limit of Sequence B: The value of the term ifi. Limit of Sequence C: 4) For which of the sequences does it appear that 510o (the sum of the first 100 terms) will be negative? Circle all of the answers that apply, and explain your reasoning. (2 The position of the term in the sequence. points) Sequence B Sequence A Sequence B Sequence C 10 14 12 2 10 The value of the term b 5) For which of the infinite sequences does it appear that the sum of all of its terms (the infinite sum) exists as a real number value? Circle all of the answers that apply, and explain your reasoning. (2 points) Sequence A Sequence B Sequence C 10 12 14 18 The position of the term in the sequence. Sequence C 16 $14 6) If the 3 sequences shown on the right were the sequences 12 of partial sums then, which of the sequences appear to be converging? Circle all of the answers that apply, and 210 explain your reasoning. (2 points) The value of the term 8 Sequence A Sequence B Sequence C 8 10 12 14 16 18 The position of the term in the sequence