PART A: The common ratio r of a geometric series 1. Series where the common ratio r> 1 The first four geometric series are provided. Extend the list by adding your own series (series 5) where r > 1 Series 1: 1+3+9+27 +....... Series 2: ++++......... Series 3: 3+ 6 + 12 + 24 +48 +....... Series 4: 2+4+8+16+. Series 5:..... Table 1: Sum of series where r > 1 Series Sum to 2 Sum to 3 terms Sum to 5 terms Sum to 10 Sum to 100 terms Sum to 200 terms Sum to infinity NO terms terms Series 1 4 13 121 29524 2.5 x 1047 1.32 × 1095 80 Series 2 Series 3 Series 4 Series 5 Write down your observation in terms of convergence and/or divergence of geometric series where r > 1.
