Problem 46612. Find the equivalent resistance of a dc circuit

Created by Md. Rayid Hasan Mojumder

Solve Later

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The equation for equivalent resistance is:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>1) For Series circuit:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"108\"/><w:attr w:name=\"width\" w:val=\"475\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>2) For Parallel circuit:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"120\"/><w:attr w:name=\"width\" w:val=\"600\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" 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","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 381px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 190.5px; transform-origin: 407px 190.5px; vertical-align: baseline; "><div style="block-size: 63px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 31.5px; text-align: left; transform-origin: 384px 31.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">The first argument is a 1D row array of resistance values and the second argument is a string defining whether the circuit is 'series' or 'parallel'. Your task is to estimate the equivalent resistance for the  series/parallel circuit. The equation for equivalent resistance is:</span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">1) For Series circuit:</span></span></div><div style="block-size: 114px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 57px; text-align: left; transform-origin: 384px 57px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" width="475" height="108" style="vertical-align: baseline;width: 475px;height: 108px" src="data:image/png;base64,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" data-image-state="image-loaded"></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">2) For Parallel circuit:</span></span></div><div style="block-size: 126px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 63px; text-align: left; transform-origin: 384px 63px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" width="600" height="120" style="vertical-align: baseline;width: 600px;height: 120px" 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A33zdr+tFPWjvVYmOH+uXnZaLx5m2uOtW7985nAm72ZyRU/qEb5HL2WRFvTMRztyNz1YSl8CXjtJ1p2XWrqs0o3AlZb7XhPmgEXwgurngwjr340vFbtKriWmjWgTEFk0JxmZlRSwEjSxMra/rRT1o71ePgt46PFM5NVuvP/qdfOzCVon3sD78pot1DUbi9v1vY+S2vmHh1IQS8YHXpi0hZel2x0p6YUAautzE2h/2xT/oXteSEtoPn1+7pM6AM7Py3FVCyArfjNyQFN76ZZvk/dHNo6xUYIWduftsrYsR6T7UV1w1WfxdmgeSzF+/rz65KpN40B1TZzA4/ahZZ0ZpqdcCHE5lxXhx9XZcqpO1Tv4XXIv2cLr0t+qP+t/dMmtBoBq81MM3rk0RV+d0BDTcX3HVm6oy603ZNSSNPIKm8Jo8Yam8qXdedikr9p6cmvVbK2P+2UtWM9FtUbf93o5H+PZWtlWPQySnoN1tiLqs1ghKD1YTPCdLFdtE6pqbmunImBj2V/tyTFF7MydtUN0a4IIbaF1yW/6z6gWz/rCFjtZp68769Huuj5TwfqqdQfausMZb8iI8sl2Q8qZC2XpPBXydpaVzY5oz6d/alZT88ZTjwoM6/3pG7m8KMDefnntEw9GJaeq8PNjU6LSaj9+V6Shd8nZUYPzui+op5KmxxdmjGRjvVO44+y1HMCep+Roqdt6BldkY3D1oywNH+rLA/L9+sBL1DEX9lf9Ubm2Zd/VAo9iCDUdclzuLsT4Ryr6dZvdrR8ChGw2s4020cb1RPYHVDelBndh359XrZqf+fnokzcm5YRPUt3C2owwvshxXvuyVjb7F7+XHBbLuqehnUtw7BMvXFP2v3nw+rnwhd6xivM/rjdxfmb7hOle/Ee7/jurlqhjnXHV1lbnpcxp56kSxY+eV/XI4wfuq05Qw/mpfAxfDAvf16Xp68Pkjc6zoyyrD2///0ha4/0DfWGzNUsqG2UP67KknpI0Z9t7p6p5TmV3dfzMqFbM66Oq9C/GaIlytxUJ7N9/JqutJ5fXEv1wux3qmHXtqWA9Xd/Lsx1yfN9Uybyl9X3h+1aNvVcnTeCUCNgJYBZdmQsbD96TaFiY6GlGWYbVB/gvJbEgHVSkhl9gp8ZbWJmva9dVsirx7nq7Yc3OqrpOcVsCrU/p+qp8q4M3HfXx3QDVtICYztFO9adC/ztfunVx8rDmid93d0YUAT+K+X3izJxf1KG9E3jwWbbZ4puZLpjzqzXagqNz2kp1y1OvX16jqxBKdTUg249jjCvmNcqH6VlJVVqz++45uWLQ6jrUpP8Wq8WTAuSQASsRPBSftjh5edNuuifKEGjrRIcsMwT4Zn3ZkZb1o54OZX9twVZeuFN0ufV5/Q+S9CQ8FD7U0uFidtqX/7YTGQ3bltEPNZNkCou6xacaougEygiL5/l/ZuJC1jnTTBarfUMGlmoOUHqTdENRovmc1HXpT51YwxZ3+OuBad+n2kxzKzq5z33Iej1hAp5XTp8Ny9Tvw/LpaCWrV/wR7RGLIFJOwJWQugLvq4lCXVRMoWKjQd+TR2Gedp3Vhf3Xk9qwDI1DWeevs0FwX/iOpVypf6p2uki7FY3Xwujc2yJsj+Vz5tSeDYvI93DsvQpfNdVZkU81vV55bRqflmVIfU9A8/dAK6Hykef8T2pAWtH5uqOK6MaBPx5jY6Oa+psdCvfrGyoY3DjT90N6y3grecvOieQnc99WMz7i+1nmwmuPWGnBinvyVbUerh/f8jGi0LkpWzCXZf+WxZuLsraq2l1z9DHSM33X4Cp9eq0JXIMAlZiuK0WYZK+OXjPDMduvOnom0vNkNtkBqzzn74bT3z9VHSp9gJ+uCojfZNS2I16w4xDE/vjf0+XTL0jZGmRj3W/i8urdcwvquM+WstMVUIDljmuzpzbjQFLX2v6q91Atd2l3u/Q5QpRWvncB8XhJqadSRkzieZ/nV1Z4Hzq7zGpF0oPG0IP5OXkuEyNqofJyDVNYa9L/5H/qfyQovqZa49KIY93063fGPg7BwErSdQB3pu7InMffhYU1Anypy5u1Iu3uidKLn9F/f94Xe1E+Z8Vdyhvd7/0qvBRe4AnK2AdSGFU7U/NIr7uArXzsuH32Z/K7is9sk49dV1V+3O7ZgZkdXOYUE/fTsvV9wPZ/tbukBV1f77K2qNJmXrldXGaC3cC63xap9lj3QtS3rFiah1nnqtAXtcycyxbL1Zkafl8xc+1x1WyAlb5nbvAc686npzPSAVzPcpy7EVNd7meyuJ3fUxedmqtJl5VWxScIOV3rXsPejcLUgjbyufMKJ5z1tbLdO1VHTNIabB19ZJOPV3YgNXEddZ5iLkhM+9V6A5TR2VWDQgdJLODgJUw2yv9KvwEjYiyJ7E1WGF9L8ncqApXn905Yrb/Gpaptylt8XEuYl0y8NCru/JasBJVtJ82ZwrZ3e4rfXOJXn+lJbWLMJrGQvbym0n3BhxqkXwzQ3m19bBT6ICqP6+B5xc4V79tytwf4yrE3JWXUQNZpIAVnbN/19V19tW8DHld7BdhBlwEDz7pDASsxHEXAb32OIanwC+b6mncHXqtZ4+feLwiTz+EHbmYFAfy1NmPWukeClz+VJCxm3pI/Kz6rwqLz9q0yn5G1LfMuPwC7Mj1V1qWAlZ9K5/jRD246GLnEPVXziSalmYoTx8vuPfo7ueg16u2ngzKwrui2yLkzNv3Q9b+nJSJyZ9ZqX/gbnHAqnxaUYGwX4YeFGT7wg/+3mdyXX0mHbxKBQEriY52ZOFmV8cWBgLNOZC1x9NOV0eub1KWah8i9BQCoVpm6jlzRumJYHUAyQ+rMNzYfZgeel9mnG7DLhl6uC67NZNLbi/fuHgr32FRxvIRZyjPCDe452Tm/c+PBT0A4/BNtIJxX4sDVhSmO37oIq16GUbASqoj9QRwp1+CJgYEgERwHgYHOzpcOU7U56BbbPyJWs/jFpnrgvHDhpHQF5b4gOW18MZc6pIGBCwAAJrkjqC88vOHYlMw/qYoc3dWZVeFkY2/ggdWVK1WB/VoSQ9YXv1o/AuKJx8BCwCAprn1s7nfVs+fkPNkT5ZuX5be29PyNPS0MnrppxWZu69n3M9J7/15WUrcmrLuKNT8vaLsd3DtlUHAAgDABqcerXNHzh2+Hpd8xw52OIuABQCAJW5X4d10rU9ow7d1FS7pGqxFwAIAwBpvTrDR8Gv3pZfbPaonmWVqmSoCFgAAVh3L1vLduhnzs+zw9bSMLJekTN1VHQIWAACAZQQsAAAAywhYAAAAlhGwAAAALCNgAQAAWEbAAgAAsIyABQAAYBkBCwAAwDICFgAAgGUELAAAAMsIWAAAAJYRsAAAACwjYAEAAFhGwAIAALCMgAUAAGAZAQsAAMAyAhYAAIBlOWFjY2NjY2NjY7O6EbDY2NjY2NjY2CxvBCw2NjY2NjY2NssbAYuNjY2NjY2Nzeom8v8NYNeHlCPd1wAAAABJRU5ErkJggg==" data-image-state="image-loaded"></div></div></div>

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