A geometric sequence S1 =2 and S2 = 8, Find:
a. Common difference (r)
b. Twentieth term U20
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Common difference,d = s2-s1
d = 8-2
d = 6
s2 = n/2(2a+(n-1)d)
8 = 8/2(2a+(8-1)×6)
8 = 4(2a+42)
2a+42=8/4
2a = 2-42
a = -40/2
a = -20
t20 = a+(20-1)d
t20 = -20 +19×6
t20 = -20+114
t20 = -94
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