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∑i=14!(i×i)\sqrt{\sum_{i=1}^{4!}\left(i\times i\right)}i=1∑4!(i×i)
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∑i=28(i+i)\sum_{i=2}^8\left(i+i\right)i=2∑8(i+i)
78
∑i=59(i+i)\sum_{i=5}^9\left(i+i\right)i=5∑9(i+i)
7!+1\sqrt{7!+1}7!+1
∑i=18(i+i)\sum_{i=1}^8\left(i+i\right)i=1∑8(i+i)
9!7!\frac{9!}{7!}7!9!
74
∑i=78(4i+i)\sum_{i=7}^8\left(4i+i\right)i=7∑8(4i+i)
75
∑i=15(6i−i)\sum_{i=1}^5\left(6i-i\right)i=1∑5(6i−i)
∑i=46(i×i)\sum_{i=4}^6\left(i\times i\right)i=4∑6(i×i)
76
∑i=112i\sum_{i=1}^{12}ii=1∑12i
∑i=49(i+i)\sum_{i=4}^9\left(i+i\right)i=4∑9(i+i)
79
5!−415!-415!−41
∑i=425!(ii)\sum_{i=42}^{5!}\left(\frac{i}{i}\right)i=42∑5!(ii)
4!×34!\times34!×3
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∑i=16(i(i−1))\sum_{i=1}^6\left(i\left(i-1\right)\right)i=1∑6(i(i−1))
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