sujayangupta

shdhhfhshokll2961

shdhhfhshokll7250

shdhhfhshokll7499

shdhhfhshokll2588

shdhhfhshokll7067

shdhhfhshokll2390

shdhhfhshokll1675

shdhhfhshokll6537

shdhhfhshokll8612

shdhhfhshokll4090

shdhhfhshokll2755

shdhhfhshokll8957

shdhhfhshokll1973

shdhhfhshokll5488

shdhhfhshokll9131

shdhhfhshokll8711

shdhhfhshokll3258

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shdhhfhshokll4031

Answer: x=1Step-by-step explanation -2x+8x=14-8 6x=6 x=1

choudharynehul91

Let <img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="y%3Dln(x%5E%7B2%7D%2By%5E%7B2%7D)"> . Determine the derivative <img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="y%5Cprime"> at the point <img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="(%5Csqrt%7Be%5E%7B7%7D-49%7D%20%2C7)"> .
<img class="fm-editor-equation" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH0AAAAdCAYAAACHdGN/AAAAAXNSR0IArs4c6QAABwVJREFUaEPtmmXIbFUUhp9ri6A/7EAsULFQFBXj2oqt6LW7WyzsFlRs7O4Wu722YqDYYP6wCwtF1KtXHlwbNoeJc87MfDN+32zwXu/M3mevtd613hVnxjFcY84C48acxkOFGXTQdwXOAX4eA1htCbwyEnoOMuhTAI8ApwF/jIQx+nzHP0PQYS9gI2DDPoMx6q4f1Eg3yl8O0L8edVbvs0KDCvp2wG7AmsDkEjbaClgUeDbbq25Pljxf4orRs2UQQTfK3wU2Bd4vaeojgDMKe60HNgDMlcNViIZuGkQn8r9ODL09cCSwRIUoPRs4LBSZEngA2B/4qJvKjcCzdHiZrQy71Ranm5E+FfASYNRJq3WWSgvU1hUr2dWBp+JCDfY8sEodAfp8Zm9gduCUDgOnpRrdAl2wNPoHwB4dGM5q/apQvI63LwW8EWzTgRgdHz0I2AzQGXM9ZKF9gFWB74EDgL8LzPsYcB9wYa8ivlugS8frReGVK1HFejrOD8AWwBNVDmZ7zwJmA3aseb4bx+YHBO6LAugC/iLwNjARWAE4EJgamJRdLEPdBujA33VDoOIzqoIuMPsB0wNnZjn0HUCDG6V114RQNuW1qs9J1brUWDe9VL2zkT2vBnYGnslAVyejdzFggYhgnUDnfi/qj8QI6vFQOM55vYj2qqA7KLk/A9uCbaXIoXMCjXpq71gO2DOovxFtu+cvYFvg9pqWny6YQhn7BbpgLwgcWwB9HuCzwmeqaUSvFeyUM6S22inSQF3mbGrGBLqe6Jx7jojWr+KE368RdORH5hkj/brYL+jmr83Dq4tVu+dvCkMsBCwcuawokLncfTO18Wyjw/59+cjdOsg38TDzp2D799M1HaeTY0awTLd2OHAe6c4bjGrnCMqX7GSbaeFra2l0p6WevwJzAT92IlSjs4LiBeaUOwKUKwJc9+8AXA8sE0Z+M1qpjSPidZY7o3CycCmubcKLZwnvd7R6eWGTMvwUFfvDTRR0jy3czTGHv5b/xrRSplGVjLhanwBXvivDcXU4ozMHPTlk/pmq3gg4iCraRbuaz7VpPnBqlE7cW3Yp5yT/GA/Y50qLDkPOB06IpwiQnqsXzw18Gi2VEauhdZi3olUzAps5lh7rG6QPgzlyRjAKdCwpsFnFrtO9FgXaDXGJqcAWR6A7mQuUNVirfcqiUx4dAVAEXWBSypE5ldfP7DQ8Zx1yfHaBuGgrsbiohX7WQTJvlTXeh68DvA4YlRdEHnkuhNIJnIEb8ZsAd4cQthoCpODSj85xeJubLfQOjUnbvbHX+61y9wXuaXLe/l8ZBF45rB2WDnmd2qVnVVHcvd7d6mXODIUHmn8bOaV9tYAKXgKzCLqPMigsfh0amZZOjucdAyTmTFcqmzMPgVfnVu1ro7rMz5qdmZwO+LdVp7nVvC7da9wvA5BL4hWnnmyPqVO4BN2cKt22A908rCIq7PBFoVaMs4u0EFKW+TiiwZz/OTAjcGIYuU4/r+yyVB5drZxG+8h+xbvU32h8IWTRbr/FK2Gp/NQ4Y4vmM9aNPl2QTw/2FFTrHXUsgv5tOERdHZtSr1+kaZqX6P16rFXl49Ev2ls6fDGqLdqSECptzpERmtF7uti9D0Y/L9hGr55sTr61hcWTHI5ZTUODtARS+nUJ+J9RxDm3MLfbjjl7OC4CJI9AbahNPSfb5ikq0bvfm++bpS+rfM+WXd45IUW6oNsy5TNs84yFxJLhpbYchxQA8rzUbqHWqJArCrM7YKFo0WMncAuweJucrGw6h1GTzwHmC7r0DVtXI6GsBWNfkV6VV/ANhpS/3Wp6M9Idukj/icGcYGqPfKVCTodqxUYyhGnFH5mU/aHJxLxls9CSOgVPQwrINRHB/pTHvJsrkYQ8KpRp9F3RfipjMWhRaCUu1bfLyZ5xSDErcHBUtbaXtjumFeuEQVjaUrv9HvWJkX5pCKae/gJIhrP4MvovC+cwxxcjWZ11DFnO1NDVlXvp+jEcmTdylBSVtxLNigPzsw5ivv2lhHSpoNO7W1FX0fMvjv1+bmqQKezt+xnluYxpJuHv+aYFpokv/X+DJrXG6Yz1zcqF2Xv6zlG0tYIs2JM+XWEt+y3OHKe6/PcuEdntLnXWrVebt+4qAfrMMaCxW2iVy4uPUs40ou13i1ZCzYZblD/11erQTA+d2beNJ/WiHU1DD3ttqTJN5azafYFiIVfGwOYlvVZHKbPfVGCRMihRWhfEXpwz178aU8ee/B4gTeSM1EejbbA1sSet4mV6r++wneqd2wtLjJFniofBZyFoZd6ToEg53Tzue95Pol83WqteaM6yRfE5/Xrh8X/3DV/YLBuvXMswZi19G01zaj0oDhnxvj60rx+u6hZw4CTDVg24Sjd1G/RKlw8398cC/wLknpsuM/fwsQAAAABJRU5ErkJggg==" data-mlang="latex" data-equation="y%5Cprime%20%20(%5Csqrt%7Be%5E%7B7%7D-49%7D)%3D">

Solve the equation. <picture><source srcset="https://s3.amazonaws.com/prealliance-textbook-qa.oneclass.com/qa_images/homework_help/question/qa_images/164242908063134/question/0.webp?img=6bc2e445b878655ec8bc73cb3a9be0a7" type="image/webp"><img src="https://s3.amazonaws.com/prealliance-textbook-qa.oneclass.com/qa_images/homework_help/question/qa_images/164242908063134/question/0.png?img=d643b19f4b37cbcbf54b569a20e58fad" data-mlang="latex" data-equation="8%20-%202x%20%3D%20-8x%20%2B%2014"></picture>

choudharynehul91

Nehul Choudhary

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