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Question

Let S1 be the sum of first 2n terms of an arithemetic progression. Let S2 be the sum of first 4n terms of the same arithmetic progression. If (S2S1) is 1000 then sum of the first 6n terms of the arithmetic progression is equal to :

A
5000
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B
1000
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C
7000
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D
3000
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Solution

The correct option is D 3000
S4nS2n=10004n2(2a+(4n1)d)2n2(2a+(2n1)d)=1000n(2a+(6n1)d)=10006n2(2a+(6n1)d)=3000S6n=3000

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