zxfreg 发表于 2018-5-24 12:07:47

计算公式错误问题

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeUAAAFbCAYAAADr8JZnAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAFdBSURBVHhe7b1tbDNdet93aZ+1g8BAUORL7cAV0KUSuEu4TWsLyFry7lJOnBcbRBPAhYHEFr3Q3dobNSYNOw5Qqy+WAcNxa95tldQtCS8Vu4DjDwlAxLERFJxnN7qTD8ImAQJujZh8EKhB7K8JYgTw7vOw5xrORV5z8Zx5IYcUKf1/wtHMeb/mzMt/zpnhnKOZgyrm6OiItlAsAHsLjvnNQPtVA7cjg7Y8XD6WLBfwTs1zAAAAAKieFVFm+C5LnM8PAAAAgOpZGb7mnrAVXx3mi7egNw0AAM9H3jUa7C8pUS4jplk7PUu4i4p6XhofRexfp1wA8lj3mAVz0H7VINdAtOXhkhq+lh3JS3Eh/zrIiZcnnjoNL0POh9gpNlp/mCn1O333P4uIOp0oWQcAAACqxftM2Qqf9a8D59VCmVeWFlERVe2KwOmK2hx1Lomur6gWr/O2nlM/UeioL2LdoG5zSOcSAQAAAFTITl70EkHWAmn9myJl8VI7HSbrK0QdGjYf6IoV2fWGhzSi2aRF48iJ77Tv/I1YrGMaXbqnu4VgAwAAAFWx1Z6y5BExDwmzDtPrgqTRzqLrEBfyp5lSf1in64Z4ndrWj4lqTobHTzSNiJpztV5Qu2rS+A7D2AAAAKplRZS1iGkhs2FFkPRWTPW6LVPSaySNdT6kbCnD+ldwqjtw/eCF7CZiPBfnKd2Na66fbDmm+uPQ9akB2A+m/fPkOO8UPC7dzej58txg97pfl1DtUbQhpn06V+1XvO0BCLMiyssDbO5CYWUoKqiCL17Xm2WDrcP682lQky7o6GRAdeer14dxfXi/C+wtUYdOBi2a8HE+Iro4z3thMaE1Sp0f3dW7z1dD1DmhQWsSt8PInf9F3xtpjZbtN5t1PTfwAJRjqz3lECxy65aTl5fjxfn8RWh0eTvvXY/ZeZwbzSZUHxa80AGwY6LhW2rfzl9SpMY19WhA/DpENk/OHc9XXz0RDd+26TZ5TNW47hENovzzHU0ItkBKlLWAaSELhRchlNf6Lb5wDssSZLlpEBcKS1FrUMudfisnYPwwme976+68q1GNu80Lnmh82sRdMdgD3LH7eBa/BjHHHaun7+InMLmM75bDr695KGg6pcczPs8TajU6fTeONTeP8Z08NsBoGqiGlChbActyZfDlF+cjJL46jNNY5OQQFwpLU6NGfUD2va3obuz0WsTYXfi415ww7d8kgg3A4TJ+rNN9ch7ykC1EpSxjeqzfJ9cyfm6AZ8pgc1aGr58bFk4RX71ehPnJkRZ8X5ildnVvhqcjmtav455wozamk6MTGtTlZ1ER3Y1vX/XzN/ASaFD3IRnyZl+zTY/8ciMoTqNLD4tfZjSo2X6M3w8FYBN2Isq6p2qdRYST47SI8npWPh2n04TC09To6procvGCTIOu5GRzJx7XPT/5IuocDakJRQZ7gx2utsPZAaIOHRV9IeylY4er7XB2AP7IED4kBKpm66LMgpbnfPjCs/LZuCznpXZFD6rn4Mf1LvCGJdgzuJf79iYR2OiO3lCLGvGBPP+ZT0g4zloy+uPS3TxSa57pFcK93Ld0k7RTdPeGXGPM2yb+2dPy635pzpZt5tLdPEq7A7A+ezd8DQAoSaNLk9aATngk6IJolHtz6Yi/THeZjB7xz4Huky/avU4a3Qm1Bidxe1zQSA1Lh2l074kukxG4kwG17gu0OwA5rEzdWAV8kG6hWAD2Fhzzm4H2qwZuRwZtebigpwwAAADsCRBlAAAAYE+AKAMAAAB7AkQZAAAA2BMgygAAAMCesLW3rwEAADwPePv6cNn5T6KK/PRh3Z9HFLkZ8JVr61vHxnVtBi8D7H+wD/BxyOBYPFx2OnwtFy45cELoNLwMOR+cV5zPXzXaFm2bhHmZ9qmT93m+qIMJAgAA4JWxM1FmkdJCmSlaDi2iIqraFYHT5dUTQoRVnIb9YoO2R9Z12CoRdS6Jrhff0nblL75BHFFfxLrRpeYw9Hk/AAAAL5GdiLKImBY3698UKYuX2ukwWRd84bzUwsouC1uG9vuIOkNqymcQoyHRaEaT1jielH7ad3718dz4M353mDQAAABeC1sVZREoETZeasESvw7T64Kk0c6i6xAX8gs2nMuVZYhQ3doFmfZpmEwJGXud2vJsPjWnw+OnqesnN833h2t01RyvzPUMAADgZbJVURaREiEVQdPrVsgkvUbSWOdDypYyrD8LKZOXofS+enUdWfVMo8FcgRPmYpyI8/SOxjXP/FPHdXocQpXBoTOfsSo+R4q+LBHP0KTPrY67cQXgZbOT4WsRUe2y8MVrscsSPluH9RdF0mfVJeg6StXTaBJdHNHJoO48daoPceEBL5OowzNRTeLzY0QXhechbo30uYVpU8HLZ2cvemlY6EqJlyIvL8eL8/nLwHmK2KnrKFcPz8/sLjb3rsfsfGN3uZpN6jTE213gRRHR8G2bbpNnM43rHtEgyn9X4sm54/kqAK+FrYuyFSwRLeu3+MI5LEsk53fTSxcK82Hry6tLU7SOWqM1H6s2TF3XuMldgOQBM/ebFzyN6TSOBOBAccf841l9qa/uGD99N441N4/x3Xl8LrLDTwTBa+DZhq/F+QgJog6zIsrIySsuFCZImLZFhxVF8ogLUmtQfXBnhqcjuhvXqCFi7C5g3GueM6X+TSLYALw6xvRYv0/OzxHRBR7tgJfPswxfZ6EFUa8XYX7ypgXfFyYUDctD8uTnrdHVvRmejqZUv2bVbVBtfEJHJwOqy8+iojsa3+I5GnilNLr0sPg5QoOa7UffQBMAL4qdiLLuRVpnEVHjOC1wvJ6VT8fpNKHwIkj6kNBKWZJOnIR5qV3RNV0uX3RpXC1+BtXosqg/zP1Rh46GTepCkcGhY4er7XB2gKhzVPiFMABeCjv/9jUALxEc89mwwN7UJ3HPV6/HP3s6GVBrktyMKqLOOU2vk3BOd0l0Lx/eAV6kM4Bj8XDZu+FrAMDLo9GdUGtwEovGBY3UsHSY+It2l8kIFAv3PQQZvHzQUwagAnDMg30APeXDBz1lAAAAYE+AKAMAAAB7AkQZAAAA2BMgygAAAMCeAFEGAAAA9gR+VQ+v6QEAwAsCb18fLq/+J1EhW7O2YZ08PjZpJ84r2DJ0XIh16wV+NtmXAO1XFXLuoy0PFwxfO/hAFqcJhTOhuFC4heP5xCmSzuc4rzgfNt76M5n2qZP3ecOog1l7AACgYnYjyvyJvIJXcP4EX1qAljPD2LhNv4vLZVjhYkLhzDp5LJKW4SX7s5ByxZWlSB1LIupcEl3nfXGp0aXm8JzwaWIAAKiOHYjylPqXb+hd4stmStP6SAnQhEaj6+UsSfUeTRZxs0Kf6suCyxCKrDPr5NFoQRbYnyWaHKddKIzJirfrPqLOkJoFvy8cfwbxrp8/WT0AAIBCbF+UI9fPve3RWeLNpkZXV2paJJd3eizy4ATbxW/j27dWtHzOImE2nXYaCRMBtk6HWzhOu1AY44sP+VeY9mlYVzdBubj91RzTHYaxAQCgErYsyhF1hu7CnTdHm5ckb0qFh9QRITtPemg8NH50TufnHH5Onc55HM9D29O+Wz93cXH6DnWSNDLkagXQJ1zaz6yTh/GlyVq3xNucOJ/fYuOt38c0GsTT7KVx+0HlZZd6bHBcp8chVLlqov7qCER8PMt+kOM/Ru8j/UhhSv34mFdO5Us9Dir6ggBPKeopa/+IqL/ybCXdHqnjOLRd8fVlmSeVbyVu+aitECUe64HXw1ZFOR4KXXdC4MXk/wqnGc1EuCatAV3yyVG7otv2Ozq9dWE9osf6Pc1G7Th57eqW2u9O6XY2oR49Uv1+RkmUF33i+fw+bBrrrxIRbe1C2DTWX5Rp/4ZoNM836Z1R261v+tgAZJCIw4U71lO4C/jl+HaxD0enbxYjFHofzSYtGlyKqDwRtSaLPLPZiEa3yaMJVw/P1rQoz/ny9cGJWlzVPM/iHNwz5jcbF3y5SDHtX9LYXSekLU7f3CUimrFdcRNKHudGI7pVx39L2j123RKjTGUe64HXxPZE2Z30w2aZg1TDJ8nYdNpcr/lhWV6t0SIay7TpZ1RPeuOntqe3mEz9dLUT6EFOMLueRdE8WrBFtH1heRRJZ8u0frCnNLru+BnRyr3j05jePfIjnDmNZpsep3Nf7eqB9L3vaauRPOZp0JUSkCkLjUp3JieNQ5cXJn0O8jnVahQ4qXZMo+vOQc/d99P4ndrGBjXbjzT3ZmxX40qN1rnrkm5CvvysNQroKPVYD7wmtifK8du5iRCcuDvCtxfFh7umkbvLFTFNiIeKSg4P7Rki2Fq4fWGb4ivTF2aJb3TMhbl2dU/1m/l+PBm0yA5esFicNm0gqBwWa/UCHu+mtCAmQ9ihN+fd+XPn5GSxpxrXxPMbS+84mtbpvugISNKbv6Rr83hpv2GxXo7y8A1Oi9JNmL1d0/6dKyR9rI/vlo8Uio9Eb/JYD7x0tjp8Hd+xsghM3B1he7S8qMQHf4bAcq8gWU3Rbi4uKtHdm43FICROWayTR8Mnr49QuIXTsQ1Z6TlOu1DYCrUG1QcypDcnvhDdJ/tx5a3s+bAfNHnHxAJrhaNBXd5H90SXnptfd59LzVQGJwqup/aY3HANa8XeuI+Je/MzunfytenPEp+L+Li+NtucuV1Td140TZuP54/LuN1nI6KLYp2GjR7rgZePO6AqRxc76Z3F/tid9WYTDhy1nb89G8UpPHC8pNXE+ZKy2knuSW92Fvvbs3Zch1uecZr2rJfU3XZxvDxzy3nadM0cp5eMDtPhwiZ5hKr9IYqmi3Ht2e6pltdtzk7vFxdnmvLVUqqNcxm5Y9hz/DN8vIfiEkbts5nehd7yeL+qnTdqu/Ok9L7MsLMk1bafw23fWboRFvA1KRQ3x99e2Xk4iW13D/qc4X1Z8Qkk5yk4XLay9w7poAjZmrUNVeRhvy992bJD5RZxIZYXrdWL08jd2MSXEXNRf+1ktWd5AmJXQJCZFXHw7KuVNPZmrBCHJ8r5gsz4jvvVmxYO02UVEmUH59PnobcDsiZSJjhcVoavg0ObLxTXBslamlA4U0Ue9vvSly07VG4RF4JfHJo/e2tQ93ZMJ2rY+0Z+x8xDfRiC2yFR/KW1+8UjhClF0XyIld82XjzPnPbp5jH9rHQ6fUzWlhzXid6oH5jz4yBJNf8poe/9D35uvRyi5be+HxcvlR0AUYcu6X75XHka8Y88HHnbNSVPEzrOls/1U+0+jX96FRraDz7WA4BxB8cKEszLkMsiLx6Al0Zlxzz3atV5Jr2z1GMgExf3oBfhq721OK9nVCPVY1PxcfpA7y1lR8U9vKpI90TlMdlk1osfa/ni8rZrnne1CXWZut3n4Vk98m22IztwuGTOEsU9I190KFzIiwfgpYFjfjPQftXA7cigLQ+Xrb59DQAAAIDipERZ7rI0HGYdAAAAAKonJco85GFFl8N8DgAAAADVsjJ87RNcLdToKQMAAADbodQzZRZk9JIBAACA7eB9+1rEVy+ZooKM3jQAADwfRa/VYP9YEWXdG7biLFi/JZTPUjSdUDSdhfMJOv8m9ukwG59VbihtVp6q4DoEX106PsS2bTxUdrH/XjJov2qQcxhtebisvH0tO7OKk4Tzy0GSha6H04tbB51fHJcvTrOOfT50OVJfVcg2ZDmLLw07tktcCJvG+sNMqd/JmwUsog4mdQcAgCArb18zcgEXeF1f3Mugy9F**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**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

dexteryao 发表于 2018-5-24 18:21:32

您XML具体什么版本,公式报什么错误?

zxfreg 发表于 2018-5-24 18:24:25

v11,计算结果不对,显示错误

dexteryao 发表于 2018-5-24 18:37:06

zxfreg 发表于 2018-5-24 18:24
v11,计算结果不对,显示错误

那个单元格,可否描述的具体点,
您的xml引用了 App_Code.vp_ljlcc 相关资源,我这里没有,删除节点后导入。
并不清楚哪个单元格显示错误。

zxfreg 发表于 2018-5-24 18:38:32

38行13列

zxfreg 发表于 2018-5-24 18:39:29

截图上已标注

zxfreg 发表于 2018-5-24 18:50:04

dexteryao 发表于 2018-5-24 18:37
那个单元格,可否描述的具体点,
您的xml引用了 App_Code.vp_ljlcc 相关资源,我这里没有,删除节点后导 ...

data:image/png;base64,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**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**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

zxfreg 发表于 2018-5-24 18:52:32

38行13列

dexteryao 发表于 2018-5-25 09:29:54

本帖最后由 dexteryao 于 2018-5-25 09:33 编辑

您好,您计算的几个单元格的值是string,被平均值忽略了,设置为数字类型

<Cell Row="36" Column="12">
            <Data type="System.String">4.7</Data>
            </Cell>
            <Cell Row="36" Column="13">
            <Data type="System.String">4.8</Data>
            </Cell>
            <Cell Row="36" Column="14">
            <Data type="System.String">4.2</Data>
            </Cell>
            <Cell Row="36" Column="15">
            <Data type="System.String">3.4</Data>
            </Cell>改成Double就好了

            <Cell Row="36" Column="12">
            <Data type="System.Double">4.7</Data>
            </Cell>
            <Cell Row="36" Column="13">
            <Data type="System.Double">4.8</Data>
            </Cell>
            <Cell Row="36" Column="14">
            <Data type="System.Double">4.2</Data>
            </Cell>
            <Cell Row="36" Column="15">
            <Data type="System.Double">3.4</Data>
            </Cell>

zxfreg 发表于 2018-5-25 10:48:27

那为什么把公式改成那四个单元格相加再除以4就可以计算呢,用你们的函数就不行
页: [1] 2
查看完整版本: 计算公式错误问题