Mathematics
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3行目の計算式で、なぜ-¹∕₃のn乗になるのですか?
初項1、公比-¹∕₃、項数n-1の等比数列の和だから、n-1乗になると思ったのですが、、。

k 57 (1) (-3)* n-1 k=0 =1+(-1/23)+(- DESI 1.{1-(-3)"} 3 [n] & || +5₂ +5₂ +: -(-- + 3 (2 (6 + 1X8-1-(-3) + ²5 +41 755 1\n-1 3 n

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✨ Best Answer ✨

項数は n です。1 が 初項, (-1/3) が第 2 項, (-1/3)² が第 3 項, ... (-1/3)ⁿ⁻¹ が第 (n-1)+1 項です。

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