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7+4+1−2−5−...−23=....7+4+1-2-5-...-23=....7+4+1−2−5−...−23=....
∑n=110(3n+4)\sum_{n=1}^{10}\left(3n+4\right)n=1∑10(3n+4)
∑n=111(10−3n)\sum_{n=1}^{11}\left(10-3n\right)n=1∑11(10−3n)
∑n=122(−2n+10)\sum_{n=1}^{22}\left(-2n+10\right)n=1∑22(−2n+10)
∑n=111(3n−60)\sum_{n=1}^{11}\left(3n-60\right)n=1∑11(3n−60)
∑n=16(13−6n)\sum_{n=1}^6\left(13-6n\right)n=1∑6(13−6n)
∑k=14(2k+2)=...\sum_{k=1}^4\left(2k+2\right)=...k=1∑4(2k+2)=...
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Notasi sigma dari deret−3−1+1+3+5+7+⋯+25 adalah ⋯
∑n=130(2n−5)\sum_{n=1}^{30}\left(2n-5\right)n=1∑30(2n−5)
∑n=115(2n−5)\sum_{n=1}^{15}\left(2n-5\right)n=1∑15(2n−5)
∑n=115(2n−3)\sum_{n=1}^{15}\left(2^n-3\right)n=1∑15(2n−3)
∑n=122(2n−3)\sum_{n=1}^{22}\left(2n-3\right)n=1∑22(2n−3)
∑n=120(2n−5)\sum_{n=1}^{20}\left(2^n-5\right)n=1∑20(2n−5)
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