mathjs
<p>Calculation of Load capacity of simple column<br><span contenteditable="false" formulas="P=f_{c}A_{c}+f_{s}A_{st}" inline="true"><span class="MathJax_Preview" style="color: inherit;"><span class="MJXp-math" id="MJXp-Span-54"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-55">P</span><span class="MJXp-mo" id="MJXp-Span-56" style="margin-left: 0.333em; margin-right: 0.333em;">=</span><span class="MJXp-msubsup" id="MJXp-Span-57"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-58" style="margin-right: 0.05em;">f</span><span class="MJXp-mrow MJXp-script" id="MJXp-Span-59" style="vertical-align: -0.4em;"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-60">c</span></span></span><span class="MJXp-msubsup" id="MJXp-Span-61"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-62" style="margin-right: 0.05em;">A</span><span class="MJXp-mrow MJXp-script" id="MJXp-Span-63" style="vertical-align: -0.4em;"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-64">c</span></span></span><span class="MJXp-mo" id="MJXp-Span-65" style="margin-left: 0.267em; margin-right: 0.267em;">+</span><span class="MJXp-msubsup" id="MJXp-Span-66"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-67" style="margin-right: 0.05em;">f</span><span class="MJXp-mrow MJXp-script" id="MJXp-Span-68" style="vertical-align: -0.4em;"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-69">s</span></span></span><span class="MJXp-msubsup" id="MJXp-Span-70"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-71" style="margin-right: 0.05em;">A</span><span class="MJXp-mrow MJXp-script" id="MJXp-Span-72" style="vertical-align: -0.4em;"><span class="MJXp-mi MJXp-italic" id="MJXp-Span-73">s</span><span class="MJXp-mi MJXp-italic" id="MJXp-Span-74">t</span></span></span></span></span><script type="math/tex" id="MathJax-Element-3"> P=f_{c}A_{c}+f_{s}A_{st} </script></span><br></p><p>From above formula.<br><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAACACAYAAADd91F4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAyKSURBVHhe7d15WFTlHgfwL6AgS5qZSyYImuACuC/1R5oWqIAKWpqZ3jBF0Sdzq57nKuZVKzHMFCKXcmUTUFFQUbK0ciO9F5k0JVlEwA0RUIZlljvnzEtBInN4dYbB+X2e5zy87++8Hmnm63nPmTmdY6bWACENZM5+EtIgFBzChYJDuFBwCBcTDI4Smfu+QPC+q5oW4WV6wVHdxZk9MbhS8SwsWIk0nEGCs2P7dmzeuJH1GlmVDBcyOsHV8RZ+it2KrTHHkfmArWtkQUuW4Mdjx1jPuBkkOKUlpSgpKWE9oKCgAClHj7KeYSmyL+BS0R2kbFiHlD9ycH7Hh5g0bzfyVWyAgSiVSuyJj0dJ8d+vS9HdIpSVlbGecTPIB4BhG0JRWHgHDg4OOJiYhPPnz2PQ4MHw9vFhI568AYMGwtnZmfX+di92BoattcbKfevg3d4cirRg+LybjTlnvoG3NRukIZfLsTd+D+vpx4b163G3sBBDhw3DaG8vJB86DO8xPvDy9mYjjJfBgpOTk41WrVrhUNJB3LhxAy7dXdC3X3824skbM3aMGM7aKnBqqSc+a7UBexe5oZmmUvm/1RgbUIiPjgfjtRbaUYLS0lKs/vwL1tOP5EOHUFRUhF69eonBST2bCt/xfk0iOBCCo2+h6zeovwwOFtsqlUr9W2qqOjoqSuwblCJL/a3fYPXio+XVBfXVMD/1y3P2q4tZxVAUCoV6Y3i4Oisri1XU6rmzA9WJBw6wnnEz+FmVmZkZ+g8YgImTJrGKAcnTkZ5RgtzMPCg03YrMeHwZo8TEAA+01I4wGAsLC8ycNQuOjo6s0rSY1Ol45R9pyGjrDovItzHSayQ8p0ag9YchmOVmxUYQqUwqOJYDliD5h2jsOpSIzes2Ij4lAat8u4Ji03AmFZy/WLeFU7fOaFPjYJg0jGkGhzw2Cg7hQsEhXCg4hItBPjmWyWRQKhTo3acPq5C6/PLzz7B3cEDnzp1ZxXjRxeqEC01VhAsFh3DROVVpL8LapO0IQ83MtO16OLs447utW1kP+G7zFny+ahVatjT0N0JNi3DN0rETx8XLT6p5jBgBubyc9epR4735z8oVeG34cLGtLzqDI1xeUFJcLLaFAM0ImCm269Pc0hLt2rVjPe1lFTdv3sCCRYtYhdRltIcnImOi4ejkxCpAfn4+1CrdV5lt2bQJ78/UvjfPtWkDa+saFxfpgxAcKTKvXlU7d+mqvnv3LqtIV/OyCvJow18dqs7KzGQ96dLT09Wu3Xuoy8rKWEX/JB/jHEw6KF7uePTIEVYhxuLAvgTxikVDXq8sOThJiYniT+HST2JcGuO9kRQcIc3+708X28IlmSoJcy4xjFLNAfV706ejQ4cOeN3jDVbVP0nBEQ60/MaPF9t+EybA3JzO4o3FM5oz1RFvvA5LzQnJOF9fVtU/SgDhQsEhXCg4hAsFh3Ch4BAuFBzChYJDuFBwCBcKDuFCwSFcKDiECwWHcKHgEC4UHMKFgkO4UHAIFwoO4ULBIVwoOIQLBYdwoeAQLhQcwoWCQ7hQcAgXCg7hQsEhXCg4hAsF5ynQqVMnRMfFsp5hUHCeAs2aNat1BzRDoOAQLhScp0ol0nYsReix26yvPxScp4niKn7cnYLrBnjeHwWniVPdy8CJvTuwLepHZBRcgCy3G9xcm7O1+kPBacIq/tiFOX4B2PRLNq7/Fo4P3tsI2QtucH9O/28rBaepUmZg+9IwVE7fge0hQVgSHILxrfOg7O6OrsJzsfVMcnCEp/dOmjyZ9UhjU2Qk4WDOEEwc1wkWQsHMEpbNmsPF3RWGeGJkg4Kz8rNVrEcaW1VmJvI7dIFTdUru/xdpme3Rq3dbg0wjNFU1UeY2trC6nYOs+5qO6h7OfBuOH+Q94OZiqR2gZxScJspqyGRMdTyBj0eOwthRU7HtmhVauLjBTc+PcKgmKTiqm0fw9bIIyBSsQBpfCzfMiPgJRyJCER67B+Ghu3E6NgCdxQMe/ZMUnPJziYiUlcJO9xOHiCGZ26Btl67o2NIAp1H/ICE4lbiSdhl2PZ1RdSoO2zbvxKELhVCytcQ06Q6Oqggy2TXIT2/Eqth05F5OwH8mz8XOaxQdU6Y7OJXpuHDFBt2nrsaWr5dj6cpADLUrxt1iegassRAeRlf9BBlD0RkcRWY6LpsPw9t+jhBmUtXtLFxTdIVLF8PPq6RuhYWFCAlew3qGoTM4xenpyOveD33ZaV65LA2ZTprTPkN8PEmMlo7gVOBSWgY6uLrhWXGkcKB8RXOg7I72BjrtI8ap/uAor+PCpQo4u74kTlPCJ5Qy2S10690DVuIAYqrqD45FVwTuPYu1o2y0ffN2mLLrPML9Wmn7xGTpPMYhpC4UHMKFgkO4SA6OWq3GkIEDWY+YugYF587tO6xHTB1NVYQLBYdwoeAQLhQcwoWCQ7hQcAgXCg7hQsEhXCg4hAsFh3Ch4BAuFBzChYJDuFBwCBcKDuFCwSFcKDiECwWHcKHgEC4UHMKFgtPElRSX4OSvv6KqqgrJhw6L/1NBg1RcRPSyRQiKSEclK0lBwWni7J6xw9drv0JBQQH2JySItxWWTonMXSuwLi4JcYnnUKRiZQmMLji3bt3C3NmB6Onsgh7dnMX2zZs32drHd+L4CYzy8IRzl64Y2LcfwsPCGv6v9BGUSiXWad7E/r37iNv3Ge2Fs2fOsLX6YW5uDi8fb7E92ttL/CmV6sY+fLlNjSmzh6JFXjayqtgKCYwqOKUlJfD1GYMjycmorKwUd79C23fMWHHd4zrx03EEBgQg48oVqFQqFBUVISw0DEv/vYSNeDwL58/Hlk2bUFxcLG7/0sWL8J/2L6SePctG6Ie35jWzsrLCa8OHs4oUxTj+VRhyRi3CtJcd8PydHOSUsVUSNGpwhH+hNZfoqCjcu3dPfNGrCe1iTU1YV3NszTHCHuNRtZrLiuXLUV5ezkZolcvliI+LQ15eXq2xNQnbFWo190zVterl6p9/4sjh5Ie3r+mvWrGy1thHLXX9zlIWN3c3TJ7yjhieutYLyz/Jz32LkFP9MG92P9jav4h2qlxkZ0s/yjHT/LKS9tPCCyXsfv/MzmIV6cI2hGpeQDkWLl7MKhD3KL1curOelq5fpeb87ebujj0J+8R2xM5d+DQoCK1bt8bZ8+fE2vKgZdi1c6fYrlbf9v95bBAZE42BgwaJba+Ro3Dl8mUEzp2L+QsXiLVZM2bih5QUsV2tIduvi/DnG3aMIl1CYiJ69uqp7SguY+PECdhUMRTe/drAXBOaX3afxUvBpxE+zk47RodGC05dli1ZiqjIyFp7DoEwj789eTKWr1zBKnz6uLrh/n3hHva12djYYFdUJNx792aVhjt18qQYpgcPHrDK355v2xanU3VPVyOGDsN327bC0cmJVfRBibzoALz1fXP4eLwE7Q385bi0fydu+e5D/Pwe2pto6WBUxzhTpk2FpeXDzyIQasK6x/WuZhstWtS+eaGFhQU6vPDCY4VGMHjIELRs2fKhPYbw9/lP92e9xqcqPIp1oZl4PWgNPlm0EAvEZTEm9LVBXnYOqqDCvTPhWOTvD/+3vDBu8X7k13G2ZVTB6datG9asDYG1tTXs7Oxgq1mE9pqQEHHd4/pwwQK84ekhHgsI2xb2NPYODtgZGcFG8BP2ilG7d6Njx46wsbWFrWYR/p6xvr6YoTkgNw4PkBoWgpOucxH4Ss0pyQIv2neAPDcLNypzEbvuGBw+Csf3UWEI7NUMZXUEx6imqmpyzQHr6VOnxDn/5VdeEcPzJOXm5uKi7He0a98effv1ZdUnQ/idz587J97Zw623uxgkqQwzVelShvQdQVgdcQ63bHvA54NPMWdYu4f2MEa1x6kmBEU4tRw+YsQTD43A3t4enqNGPvHQCISpqv+AAeL2GxIaY1F6Jg6pTp9gR3IKIt4BDiSlaaavhxllcEjjsUQB9n86B/MXzMPHe60xzf/VOu8wS8EhtVgN/hjxCeuxcP4yhG4PwTs96r4xMQWHPMTCrj0c7NvCpp6boEsKTkVFBaIjI8V2VETEQ5+zENMjKTjCaWVMVLTYTj6cLJ56EtMmOQG838CSp5Pk4Iz28kbz5s3h4enJKsSU6fwAMD8/H9dzc8V2fGwcxr85QWzXR/jk1NXVlfW0HwD+/rsMH8ybxyqkLm/6jceBg0mN/AGgNDqDs3fPnr+Ob4ShUr69ddL8h38evJr1gJjoaHwTGgpbW2nfvJqqBw/uIyomBh1ffJFVjJfkrxwIqYlOjwgXCg7hAPwflJv08kTD+rUAAAAASUVORK5CYII=" alt=""><br>Column width, column height and area of steel and concrete & steel strength is given.<br>it will calculate column axial load capacity</p>