in an ap of the first term is 2 the sum of first 5 terms is one fourth of the sum of next 5 terms find the sum of first 20 terms
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[a+(a+d)+(a+2d)+(a+3d)+(a+4d)] = 1/4 [ (a+5d)+(a+6d)+(a+7d)+
(a+8d)+(a+9d)]
(5a+10d) = 1/4 (5a+35d)
(a+2d) = 1/4 (a+7d)
4a+8d = a+7d
d = -3a = -3×2 = -6
= (20/2) [2a + (20-1)d]
= 10 [(2×2) + (19×-6)]
=10(4 - 144)
= -1400
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