On Equating the RHS we GET ,3(S8 - S4)=> 3 { n/2 * [ 2A + (n-1)d ] - n/2 * [2a + (n-1)d ] }=> Substituting 8 and 4 in n we get,=> 3 { 8/2 * [ 2a + (8-1)d ] - 4/2 * [2a + (4-1)d ] }=> 3 { 4 [2a + 7d] - 2[2a + 3d] }=> 3 { 8a +28D - 4a - 6d }=> 3 {4a +22d }=> 6 { 2a + 11d } ( Taking 2 common}=> 12/2 ( 2a + (12-1)d } (REARRANGING the terms)=> S12
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