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    <title>topic Re: Finding the X value in Mathcad</title>
    <link>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549356#M180627</link>
    <description>&lt;P&gt;The way you use the break operator does not make sense.&lt;/P&gt;
&lt;P class="blockindent"&gt;break ist meant to exit loops and programs The break operator halts execution of the current loop and returns the last value calculated.&lt;/P&gt;
&lt;P class="blockindent"&gt;You should rather use something like :&lt;/P&gt;
&lt;P class="blockindent"&gt;...&lt;/P&gt;
&lt;P class="blockindent"&gt;NaN&amp;nbsp; otherwise&lt;/P&gt;
&lt;P class="blockindent"&gt;&amp;nbsp;&lt;/P&gt;
&lt;P class="blockindent"&gt;&amp;nbsp;&lt;/P&gt;
&lt;P class="blockindent"&gt;When you are talking about an "x" value you actually mean the Gama value, right?&lt;/P&gt;
&lt;P class="blockindent"&gt;The following should help (worksheet attached:&lt;/P&gt;
&lt;P class="blockindent"&gt;&lt;IMG src="https://www.ptcusercommunity.com/t5/image/serverpage/image-id/7496iBC11D8FEFE0E70C6/image-size/original?v=1.0&amp;amp;px=-1" border="0" alt="B.png" title="B.png" /&gt;&lt;/P&gt;
&lt;P class="blockindent"&gt;&amp;nbsp;&lt;/P&gt;</description>
    <pubDate>Thu, 17 May 2018 18:01:23 GMT</pubDate>
    <dc:creator>Werner_E</dc:creator>
    <dc:date>2018-05-17T18:01:23Z</dc:date>
    <item>
      <title>Finding the X value</title>
      <link>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549346#M180625</link>
      <description>&lt;P&gt;I need to find the X value for the following function where it breaks. Of course I can do it manually, but I would like to have a function, say Cr(D,u1,u2) that would give to me the x value where M(D,Gama,u1,u2) breaks.&lt;BR /&gt;Can Anybody tell me how to do it? or Simply giving to me any function that does it?&lt;BR /&gt;&lt;BR /&gt;&lt;/P&gt;
&lt;P&gt;&lt;IMG 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gggAACCPy2wMykQbJVmhH5qdIbDR/QR60/TxD6TbaS6/Z3X6Q7Bzp3texQjffq7MfuToxh5dmCqfTlTH+dfnxn5zjKey/btNmjId8t1+97TttPG3nR13tJ1bg4ywgggAACCDxdIF59tNGZ/psgomSia3dBjVW0TVoeb1eUcbHt19nYbx7X2bpo0jd/juqJ/bpdva0z6atjdv/tKh+VbqKVojk0YLQlNvZY7rz+YZuJpu+HjdYe95H60e/TuNgc9p/6cKXcsT+Xbclt+9343nHcyccsp77zmC+QvreWx3wBvOZbpUi88MoTyI9e8jW/6E/apVKVNCmwDKoWvv2xHwG4vF1iqVZn1ZPblnnx6cu0dpdTFp0rMtGz/tvBYsqbeMwR4Bvo5igdY/A6WsxZwmuO0jEGr6PF3KUlX/NnX56Y1bg0ya81qqeuG8yq5DQoeC/NnENxWnL5Z7ltmRvvt89LGJZXoUYEEEAAgbUILDvSsBa1F+/nklnni1PMaj6fbGYxDUF4DRSzFvCaxTQE4TVQzF5Y8jV/2ZGG2V0gEAEEEEAAAQReTYCk4dWOGO1FAAEEEEDglwRIGn4Jnt0igAACCCDwagL/XWtwUVxbu+w6Ju8v60ltCCCAAAIIPFrgYqThGQnDoztF/QgggAACCCCwvMDFSAMjAMsjUyMCCCCAAALvIHAx0vAOnaIPCCCAAAIIILC8AEnD8qbUiAACCCCAwFsKkDS85WGlUwgggAACCCwvQNKwvCk1IoAAAggg8JYCJA1veVjpFAIIIIAAAssLkDQsb0qNCCCAAAIIvKUAScNbHlY6hQACCCCAwPICE0lDUF0WSr+MVdz4mWu/3ceUtcKhbaFWOS6Tnqd6ilL1EHQIPv0b6lLlvaBDEb/dta+veysvr3pu2UMdC/xNbe6dZvQv7e5avN/et1mgqVSBAAIIIIDAjwQmkgajqo1qnZF8ff3NPtSqvWRcq9hWMqkZKUH4lL4au29UUP3pZduoGCuFz1FycdFsr9rdySoOtaY36q3UxFRv+s/KF1u50F3U+tAVyUBffRtaJ7kEcusxEW+bSqEkcbhFxzYEEEAAgd8XmEgaDg2zchNvhuGfZFNSMTxSghBUHRKItN7XcptKVR9mZTeuTzSGIqMFv/UyJ/WNNp4s7pIL2zQ6pCaSVRPHz08KPO6JqdTsOiez2ciYze19Tcan9t9Lqm5XzVYEEEAAAQQeLXAnaZA2VSXr0+D/+OFVh40+TlalBMGO3sil0HUnb6QbY9R1V0YTQq3ONqf1jeseL/dtsbLHjGG/1aoZRji8tv1li3RZJF262I+ClLX84XJCuqRyuMQxXF65Um6878nloLqzavcJxGTYsOFa/O2kaijKAgIIIIAAAr8kcDdpSJ/iK9edzBcItZepTt+1zxOE+f0Jqmvp47S6yeJpPzJG48/0x3kCuzkYoa7VpcsmsZUznbqQRkGcQnD7ywmNbHAqvd3FyOtfSFdXzstNNuO4oZ+zUcq57bz5GDfiJ5Oq495YQgABBBBA4NcEZiQNkqkqbVy9H20I+pcSifGViZ803/+Tqv2ciLn1hKDx7AVTpXkVTsY4tY1Vet5WUl2WciEodGmORrp8YVX1DU+XEozckPikmNTP83IzGmQqtXE3/yP4f8cJoVNFc+On6mE9AggggAACTxaYlTSk0QZr93cn+FphM29YIF3nD6PJiekT/2YzzjbSKIOT29+pUbqg4G7fQWE+rMy9OyX6yw5pRmYaacgQ/W457RKreSq79qRELCc+oxeEIoAAAggg8BCBmUmDZKs0I/JTpTcaPqCPmnSeIPSbbCXX7e++SHcOdO6s7O4ujd0dELtP6+lujJtzA0ylL2f65GJ8Z+eoKfLeyzZt9mjId8v1+/Zenf3Y3UUybszU8pX4y6RqqjDrEUAAAQQQ+AWBePXRRmcUpfSfia7dBTVW0TZpebxdUcbFtl9nY795XGfrojmrJ/brjvUewltnojnsrF/ZRCudrdtHN3bfvst2xmGbiabvh43W7uNsE1M/+r4ZFxtnhuX2Srljfy7bktq7M1LUDubQlRjjN+J7x1EVD1pMbeYxX0D9nb3z49ceiVfeGYAXXnkC+dFLvuYXafeL5Sppkl8ZVC18+2M/AnB5u8Rizc6pKLct8+LTl2ntLqcsNlfkRqfSl1Etedhv7OotNhUq0uv6W/TlGZ3AK08ZL7zyBPKjl3zNn315YlYz0yS/1qieum4wq5LToOC9NHMOxWnJ5Z/ltmVuvN8+L2FYXoUaEUAAAQTWIrDsSMNa1F68n0tmnS9OMav5fBKcxTQE4TVQzFrAaxbTEITXQDF7YcnX/GVHGmZ3gUAEEEAAAQQQeDUBkoZXO2K0FwEEEEAAgV8SIGn4JXh2iwACCCCAwKsJ/Hetwema0aMfzEZ/tDD1I4AAAgggsKzAxUjDMxKGZbtAbQgggAACCCDwDIGLkQZGAJ7Bzj4QQAABBBB4PYGLkYbX6wItRgABBBBAAIFnCJA0PEOZfSCAAAIIIPAGAiQNb3AQ6QICCCCAAALPECBpeIYy+0AAAQQQQOANBEga3uAg0gUEEEAAAQSeIUDS8Axl9oEAAggggMAbCJA0vMFBpAsIIIAAAgg8Q2AiaQiqy0Lpl7GKGz9z7bf7mLJWOLQ21CrHZdLzVE9Rqh6CDsGHv17bPibFbeUPq2/99dtd+/pyqYxXPb2DWzX9aFuoy307bvXvuItr8X47r+yxFpYQQAABBBB4vsBE0mBUtVGtM5Kvr7/Zh1q1l4xrFdtKJrU9JQif0ldj9z0Jqj+9bBsVY6XwOUouxn31nUwfk+IaHUqPQ8bL/RvvVmpiik//WfliKxe6cdjjl5OBvvo2tE5yCeTWYyLeNpVCSeJwi45tCCCAAAK/LzCRNBwaZuUm3gzDP8mmpGJ4pAQhqDokEGm9r+U2lao+zMpuXJ9oDEX6haC6dnJlofEAxWnM+JlX7YJsM04urJoZyca4lkWWTaVm1zmZzUbGbG5XOxmf2n8jqbpdK1sRQAABBBB4isCdpEHaVJWsT4P/44dXHTb6OFmVEgR7MkoQuu7kjXRjjLru8hrFx1dUbJ267YzEoW+Llb0YjrBqhhGOK5c70ihIWcsfLiekSyqHSxzD5ZUr5cZ9nFwOqjurdp9ATIYNG67FTyVVQyEWEEAAAQQQ+FWBu0mDZFW57mS+QKi9THX6rn2eIMzvlZFJIxGmUpsSh3riEsa+wrSfVGD8mf44T2A3ByPUtbp02SS2cqZTF9IoiFMIbn85oZENTqW3uxh5/Qvp6sp5uRm96OdslHJuq3LOnIob8VNJ1YxWEILAIgLpB+t++r/UkJ/WsabyeOUdbbzyvFK04iIvD30lM5KG9H5eaePq/WhD0L+USIyvTCzVHvMhq6C7MxPCaYyp0rwKJ2Oc2sYqPW8rqS5LuRAUujRHI13OsKr6hqdLCUZuSHxSTOrnebkZHUvJTtzN/wj+33FC6FTR3PipeliPwMIC/YvLwnVSHQIIvJfArKQhjTZYu787wdcKm9NRhimSdJ0/jCYnpk/8m82dbGNzOopwXrf5sDL37pToLzukGZlppOG8hhvPv1uuHyipTi7N3NhLvyklYvMU79XEdgSWEUi/cLvE/1JrlqhnLXXglXek8crzStFpsGGpx8ykQbJVmhH5qdIbDR/QR604TxD6TbaS6/Z3X6Q7Bzp3texQja/lzcfuToxh5dmCqfTljIIrJydOeu9lmzZ7NOS75foWeq/O3mn7uCtX4mclVeM6WEYAAQQQQOCZAvHqo43O9FdBomSia3dBjVW0TVoeb1eUcbHt19nYbx7X2bpo+isqx3piv27/vLHpasvuv13lo9JNtFI0hwaMtsRxufP6h20mmr4fNlp73EfqR79P42LjzLDcXil37M9lW9pD2bT/GW2/G987jjv5mOXUdx7zBdLHZh7zBfCab5Ui8cIrTyA/esnX/KI/aZfKUvo7FIKqhW9/7EcALm+XWKrVWfXktmVefPoyrd3llIfMFTnrYfrSrvRaxWOeQLrW3w/xzQtffRReeacAXnjlCeRHL/maP/vyxKxm9ndAGNXzvnBhVpXBe2nmHIpZFf4gKLctc+P99nkJww+6T1EEEEAAgZULLDvSsHLMV+n+klnnq/T5J+3kk2CeHl545QnkRXN+5Xml6CVf85cdacjvCyUQQAABBBBA4EUESBpe5EDRTAQQQAABBH5bgKTht48A+0cAAQQQQOBFBP672s4Fvwjiav1pJZP3J2nYgAACCCCAwF8UuBxpeEbC8BclaBMCCCCAAAII3BS4HGlgBOAmGBsRQAABBBBYq8DlSMNaJeg3AggggAACCNwUIGm4ycNGBBBAAAEEEDgIkDQcJPiLAAIIIIAAAjcFSBpu8rARAQQQQAABBA4CJA0HCf4igAACCCCAwE0BkoabPGxEAAEEEEAAgYMAScNBgr8IIIAAAgggcFNgImkIqsui/2Ws4sbPXPvtPqasFQ67CbXKcZn0vEhxpeoh6BB8+Ou17WNS3Fb+sFpT64eAywW/3bW7ry/V5VVP7/iy/EJrQl3u23Gr38edXYv323llj7WwhAACCCCAwOMEJpIGo6qNap2RfH39zT7Uqr1kXKvYVjKpjSlB+JS+GrtvcVD96WXbqBgrhc9RcjHuk+9k+pgU1+hQWlPrx2VHy/0b71ZqYqon/Wfli61c6EZRT1hMNvrq29A6ySWoW4+JeNtUCiWJwy06tiGAAAIIPFEg3ni0zkXnTJRtLqIO24xr99va6IyNJ5GNPSnbWMXLqlK5/pcozrZNrb9oyn5FE62u1d9Ee7nTqUqWX9/YeDSaUf1FfBOtcfGgPKOGuyHplz94zBdQn4POj197JF55ZwBeeOUJ5Ecv+Zo/MdJwzFo2VSXr0yD/+OFVh40+TlbVcht7HCVIAw9dJ2M2Q9TGGHXd5TWKj6+o2Dp120LjKxtT64cKxwt9G63sMExx2GjVDCMfVy53pNGRspY/XE5Il1oOlziGyy5Xyh2qv/k3qO6s2qofh7kZudt4Ld7Kblw/qnNSwY8u+5zUxBMEEEAAAQRmCdxNGiSrynUn8wJC7WWq03fn8wRh1t77ICOT3lNNpTYlDvXhEsbU+us1p/2nio4pSrpacphXUCjNzQh1rS5dTomtnOnUhXT5xCkEt7+c0MgGp9LbXYy8/oVUz3m56204Wdu/qZdybqtyzpyKG/GXydYPL/ucNJQnCCCAAAIIzBOYkTSk9/NKG1fvRxuC/qVEYu6H53nt2EWZD1kFXcxAmFp/Xnc4LWuqNN/CyRintrFKz9tKqstSLgSFLs3dSHMorKq+QxsZY+SGhCjFpP6flzvf8ZXnKQmKu3khwf87ThS9Etqvyon3aVSn2h+DiZEIBdW1kytPR2+mds96BBBAAAEE7gnMShrSaIO1+7sQfK2wOR1lmNqJ2WwURpMQ0yf7zeZOtrE5HS0Y6p5avw8wH1bm3p0S/WWHNFMzjTQMNd9f+G65fgClOrlkc29nKUG7p3s+qnM5ErHby63LO4X431yBpDk3lriiP/lwmC/A+TXfKkXiled1MOvhFvi/mUmDZKt0G8CnSm80fBAfNeA8Qeg32Uqu2999ke4Q6NzVskM1vpY3H7s7MYaV6u/guLp+HGMqfTmj4MqTeRHjEO+9bNNmj5J8t1y/b+/V2St9GjdsvHwlflayNa6jX759eSem2Vf8b5ZA4sRqvgBe861SJF545QnkR/cn2VL/d30e5vHOBcnEww0Sx7sfxtsV1c/uT+vO7p5IlbcumvSaO6pnt25fb7rDot+ukzst4tT6vsG7OyWu3pUwLne+32Gbiaa/Y8NGa3d3bqQ7RFL/+rYYF5t010gqn/p2pdzxLpHLtrSHsqn8xZ0b34g/u3si1T/u+/nzy2N6emxSv3jMF0gZA4/5AnjNt0qReOGVJ5AfveRrftGftEtlIP2dCEHV+LsWlqr7Sj39CMDl7RJXIh+/Krct8+LTl2ztLqeczCFJl0vSZM39XSHpS7a8jRpuErnoblC9/aePZvd9GkVR9BcFhPAAAA0DSURBVN8hcRHGiqsCaXgvvbLzmCeA1zynQxReB4l5f/Ga5zSOWvI1f/bliXEDJpf7OyCM6vF9k5PBP9sQvJdmzq342Z7ul85ty9x4v72SMKTmLHXZ537XiEAAAQQQQGAQWHakYaiWhYcL9KM6TkFGrt3P0+jXpW/gbFV12/42074dthlGJdLzJbPOh/fzD+yATzZ5BwEvvPIE8qI5v/K8UvSSr/kkDfn+L19iyRPo5TFmdIAXqRlIoxC8RhgzFvGagTQKwWuEMXNxydf8ZS9PzOwAYQgggAACCCDwegIkDa93zGgxAggggAACvyLw37W97r4+49qW5dYxF305S2pCAAEEEEDgGQIXIw3PSBie0TH2gQACCCCAAALLClyMNDACsCwwtSGAAAIIIPAuAhcjDe/SMfqBAAIIIIAAAssKXIw0LFs9tSGAwLMEij9zbTHuf1boWT1/9f3glXcE8crzStHLXUNgpCFfnxII/DmBv5Mw/DkaGoQAAgsKMNKwICZVIfBbAnG5DxI/7gJfvpNHiBdeeQL50enLnZYabWCkId+fEggggAACCKxSgKRhlYedTiOAAAIIIJAvQNKQb0YJBBBAAAEEVilA0rDKw06nEUAAAQQQyBcgacg3owQCCCCAAAKrFCBpWOVhp9MIIIAAAgjkC5A05JtRAgEEEEAAgVUKkDSs8rDTaQQQQAABBPIFSBryzSiBAAIIIIDAKgVIGlZ52Ok0AggggAAC+QIkDflmlEAAAQQQQGCVAiQNqzzsdBoBBBBAAIF8AZKGfDNKIIAAAgggsEoBkoZVHnY6jQACCCCAQL4ASUO+GSUQQAABBBBYpQBJwyoPO51GAAEEEEAgX4CkId+MEggggAACCKxSgKRhlYedTiOAAAIIIJAvQNKQb0YJBBBAAAEEVilA0rDKw06nEUAAAQQQyBcgacg3owQCCCCAAAKrFCBpWOVhp9MIIIAAAgjkC5A05JtRAgEEEEAAgVUKkDSs8rDTaQQQQAABBPIFSBryzSiBAAIIIIDAKgX+W2Wv6TQCjxYoikfv4c/WH/uWrbf/uQcGrzwxvPK8UvTOLL/ctRKMNFxTYR0CPxFYccLwEzbKIoDA3xdgpOHvHyNa+GoCccm8/tU6LxUqFBf9bPN6BjktxitHi/MrT2sXXRTp3+QyD0YalnGkFgQQQAABBN5egKTh7Q8xHUQAAQQQQGAZAZKGZRypBQEEEEAAgbcXIGl4+0NMBxFAAAEEEFhGgKRhGUdqQQABBBBA4O0FSBre/hDTQQQQQAABBJYRIGlYxpFaEEAAAQQQeHsBkoa3P8R0EAEEEEAAgWUESBqWcaQWBBBAAAEE3l6ApOHtDzEdRAABBBBAYBkBkoZlHKkFAQQQQACBtxcgaXj7Q0wHEUAAAQQQWEaApGEZR2pBAAEEEEDg7QVIGt7+ENNBBBBAAAEElhEgaVjGkVoQQAABBBB4ewGShrc/xHQQAQQQQACBZQRIGpZxpBYEEEAAAQTeXoCk4e0PMR1EAAEEEEBgGQGShmUcqQUBBBBAAIG3FyBpePtDTAcRQAABBBBYRoCkYRnHn9cSapVFoaIoVYefV0cNCCCAAAIILC1A0rC06LfqC6o/vWwbFWOl8FmLvOFbkBRCAAEEEHigQBFjjA+sn6rnCPitCm8VG9tH+20hb6P2T+fUkBVTFIU47PPJChWK4p/JXDG85krt4vDCK08gP3rJ13xGGvL9Fy8Ruk7GbIZ6N8ao6xhrGEBYQAABBBD4EwIkDX/iMNAIBBBAAAEE/r4AScPfP0a0EAEEEEAAgT8hQNLwBw6D2WwUQje0pAtBm40ZnrOAAAIIIIDAXxBgIuRfOAoKqstP6atVpVq7xUqPShuWnBTzJ/ge3AgmquUB44VXnkBeNOdXnleKXvI1/7/83VNieQGj6suqLAs5Gbm2fVjCsHzbqREBBBBAYC0CjDSs5UiP+rlk1jmq9m0X+WSTd2jxwitPIC+a8yvPK0Uv+ZrPnIZ8f0oggAACCCCwSgGShlUedjqNAAIIIIBAvgBJQ74ZJRBAAAEEEFilAEnDKg87nUYAAQQQQCBfgKQh34wSCCCAAAIIrFKApOGdDzs/t/3OR5e+IYAAAk8XIGl4OvmzdsjPbT9Lmv0ggAACaxHgexre9Ujf+LntJe/ZfVe+cb+4L3yscX8Zr/tG4wi8xhr3l/G6b3QeseRrPt8Iea77Js+nf2579+XU6STiMV8gvVDxmC+A13yrFIkXXnkCvxdN0vB79r+25xjjr+2bHSOAAAIIvK4Acxpe99jRcgQQQAABBJ4qQNLwVO7n7Yyf236eNXtCAAEE1iLARMi3PdLP/bntt2WkYwgggAACgwBzGgaKd1vg57bf7YjSHwQQQOC3Bbg88dtH4JH7N5XaGBVjq2p308Rxb3zx09HifGmmjd8WKutwXnp9z+96pVGvov953qLYyq9P6LTHd72kUJd7r1KrP8VmeB2Akxv/Jg8aj/lL0vAY1z9eK1/8NH2A5tmkF6ft6t/9kuJ9r1DX0ldKXqMa67Uta6031brvpVCr1lfv1TrJ1Ws+0WZ4Df+YvWq33jNrYHj0QuSxPoHGRtlm6HdjFUdPh/WrXMiwaZ2JxrWrZBo6neHVl2ldNLLxePYNNa1jIderses+xzK8Gmuj49/kw/8dMdLw6KzsD9Y//cVPf7CxT24SNnng2V5mo03eLt4qOs8rqO6s2otri29FcrMzs71Crc42+rhZGxuXECBpWEKROhBAYJ5A6CRXyc6LXm9Ufx2/lHNbrtHfPQuC0hWwD06qu1JLBJA0LKFIHQggMEvA/5OqFX9ynoWUgvaTmFtnFPy/Fc8BmSG2O6l0Ptd7RklCviFA0vANtFcvwhc/TR9BbKZtrm3J8UqTR/2mWvWLe45X8jbVukdl7nulUQYnt787p3RBwXEHxbV/q4ute/isCXbwBwXa6IyJ/Ry+NDHNuLjy6XyjYzTfhomQiW2e16lVE91qJ5DO8xpOyLVPhJx5fh28Ts+zw1r+LimQbuvhsUaBfha7orRPHtZoMNXnazb9uqNVenGSkp/WPbs9Gd7xSnfnHKx2f4+OU4fgrdff8RqfW+O7nN7a5Fbn7niNi5I0jDUes8zXSC82ZkNFCCCAAAIIvLcAcxre+/jSOwQQQAABBBYTIGlYjJKKEEAAAQQQeG8Bkob3Pr70DgEEEEAAgcUESBoWo6QiBBBAAAEE3luApOG9jy+9QwABBBBAYDEBkobFKKkIAQQQQACB9xYgaXjv40vvEEAAAQQQWEyApGExSipCAAEEEEDgvQVIGt77+NI7BBBAAAEEFhMgaViMkooQQAABBBB4bwGShvc+vvd7F2qVRaGiKFWH++FEIPDnBPxWRX8Op/N4Ky+vmpP5zx0mGpQhMOt12Wt7ct5n1P+DUJKGH+C9ftGg+tPLtlExVgqftcgbXv+orqkH6ee2i63UxHQOp/+sfLGVC92aGOjrWwnMfF32nUz/2p3O+0b2SQb8YNWToP/kbtInNG8Vm93p5reFvI3aP/2TTaZRCBwF0ietPmM4O2e9tmk1J/KRiqXXEZj1uhxUl6VcUPoh1LPz/7FdZaThsb5/uvbQdTJmM7RxY4y6jrGGAYSFvy3g04UIK3vxEcuOEoYrQ7hp6Les5dMoRRreLWuFwyWOtNz3+kq5v61B695EYO7r8sdXVGydum2hrX9e50kanmfNnhBAYEGB9OIqY3RMe6X+csXhOu/WK9S1OtcqxlbOdOpCGvp1CsGp1tduWDc4lWnELcXI619I9ZyXW7DhVIXAjwVMOvUlU6lNiUN9SHZ/XPHdCv67G0EAAggg8FcFQlCavZBeP9PDVK3iR63yU/pqrIysWo2Gcjujpm0UCi9b7UoZY2SqNFyRxhiC0nSIqmrPyo12st8XfxD4EwLmQ1b1yb+DR7aLkYZH6v7xus1mozCaMJY+hW02h5ffP954mrd6AfORkoI7d0r0lx1SBpFGGjLIvlsuYxeEInBN4Fuvy5vTEbdr9S61jqRhKclXrMdWcl29u9Uy1Ko7p/4D1yv2hTavT8BU+nJGwZWT13S997JNq/2gwmyj75abvQMCEZgSyH1d9rW8+RhG26aqXWx95LFugdZFI0XJRNeum4Lev6hAY6P6czidx2fn8rDNRGPSNhut3cfZJt04tCtjXGycGZbbK+WaF+Wh2S8ocO11uV+3f50ezk/FdPvEMx/ccrlY+kVFCCCAAAIIvLcAlyfe+/jSOwQQQAABBBYTIGlYjJKKEEAAAQQQeG8Bkob3Pr70DgEEEEAAgcUESBoWo6QiBBBAAAEE3luApOG9jy+9QwABBBBAYDEBkobFKKkIAQQQQACB9xYgaXjv40vvEEAAAQQQWEyApGExSipCAAEEEEDgvQVIGt77+NI7BBBAAAEEFhMgaViMkooQQAABBBB4b4H/Az+0+5eJLf0nAAAAAElFTkSuQmCC" border="0" /&gt;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;Thanks in advance&lt;/P&gt;</description>
      <pubDate>Tue, 17 Jul 2018 01:47:31 GMT</pubDate>
      <guid>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549346#M180625</guid>
      <dc:creator>gdeflima</dc:creator>
      <dc:date>2018-07-17T01:47:31Z</dc:date>
    </item>
    <item>
      <title>Re: Finding the X value</title>
      <link>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549356#M180627</link>
      <description>&lt;P&gt;The way you use the break operator does not make sense.&lt;/P&gt;
&lt;P class="blockindent"&gt;break ist meant to exit loops and programs The break operator halts execution of the current loop and returns the last value calculated.&lt;/P&gt;
&lt;P class="blockindent"&gt;You should rather use something like :&lt;/P&gt;
&lt;P class="blockindent"&gt;...&lt;/P&gt;
&lt;P class="blockindent"&gt;NaN&amp;nbsp; otherwise&lt;/P&gt;
&lt;P class="blockindent"&gt;&amp;nbsp;&lt;/P&gt;
&lt;P class="blockindent"&gt;&amp;nbsp;&lt;/P&gt;
&lt;P class="blockindent"&gt;When you are talking about an "x" value you actually mean the Gama value, right?&lt;/P&gt;
&lt;P class="blockindent"&gt;The following should help (worksheet attached:&lt;/P&gt;
&lt;P class="blockindent"&gt;&lt;IMG src="https://www.ptcusercommunity.com/t5/image/serverpage/image-id/7496iBC11D8FEFE0E70C6/image-size/original?v=1.0&amp;amp;px=-1" border="0" alt="B.png" title="B.png" /&gt;&lt;/P&gt;
&lt;P class="blockindent"&gt;&amp;nbsp;&lt;/P&gt;</description>
      <pubDate>Thu, 17 May 2018 18:01:23 GMT</pubDate>
      <guid>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549356#M180627</guid>
      <dc:creator>Werner_E</dc:creator>
      <dc:date>2018-05-17T18:01:23Z</dc:date>
    </item>
    <item>
      <title>Re: Finding the X value</title>
      <link>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549394#M180639</link>
      <description>&lt;P&gt;That was a&amp;nbsp;great solution. You saved my time and my peace. I am SO THANKFULL, really.&lt;BR /&gt;I was about to lose hope and was gonna migrate to Matlab where I know how to work with vectors, and "for" structures more easily. I was gonna sweep the function M&amp;nbsp; until I would find a Gama. But still, it would take so much time.&lt;BR /&gt;You seem to be very expierenced on Mathcad and I hope one day I can be as helpfull as you are. &lt;BR /&gt;&lt;BR /&gt;By the way, the real curve that I wanted to plot is this one:&lt;BR /&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="Capture.JPG" style="width: 678px;"&gt;&lt;img src="https://www.ptcusercommunity.com/t5/image/serverpage/image-id/7504iDE0C67BD84EC15FC/image-size/large?v=v2&amp;amp;px=999" role="button" title="Capture.JPG" alt="Capture.JPG" /&gt;&lt;/span&gt;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;That's why I needed to find the "Gama" Value. The curve that defines the region is fantastic and improves much more the plot.&lt;/P&gt;</description>
      <pubDate>Fri, 18 May 2018 00:04:13 GMT</pubDate>
      <guid>https://www.ptcusercommunity.com/t5/Mathcad/Finding-the-X-value/m-p/549394#M180639</guid>
      <dc:creator>gdeflima</dc:creator>
      <dc:date>2018-05-18T00:04:13Z</dc:date>
    </item>
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