If S1,S2,S3 are the sum of n term of 3 a.p,the first term is unity and c.d1,2,3.prove that S1+S3=2S2

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Sum of n terms of three A.P. are S1, S2, S3 respectively. If first ... - Toppr

27 दिस॰ 2019 · 1 जवाब

Sum of n terms of three A.P. are S1,S2,S3 respectively. If first term of each progression is 1 and common differences are 1,2,3 respectively, then prove that: S1+S3=2S2.

सबसे अच्छा जवाब

Sn = n2[2a + (n - 1)d] Using the above formula, we get: S1 = n + n^22 Similarly, S2 = n^2 and S3 = 3n^2 - n2 S1 + S3 = n + n^22 + 3n^2 - n2 = n + n^2 ...  ज़्यादा

Sum of n terms of three A.P. are S1, S2, S3 respectively. If first ... - Toppr

1 जवाब

Sum of n terms of three A.P. are S1,S2,S3 respectively. If first term of each progression is 1 and common differences are 1,2,3 respectively, then prove that: S1+S3=2S2.

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सबसे अच्छा जवाब · 2 वोट

Hence Proved.  ज़्यादा

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If S1, S2, S3 are the sum of n terms of three AP's, the first term of each being unity and the respective common difference being 1,2,3; prove ... · इस पेज का अनुवाद करें

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