Bn = 3 / 3^(2-n) = 3 * 3^(n-2) = 3^(n-1) => b1 = 3 ^ 0 = 1 => b2 = b1 * 3 => q = 3 => s5 = b1 * (1-q^5)/1-q = (1-243)/-2 = 121