Instructions: For each question, provide structures for the reactants, intermediates, or products, as indicated. Draw the structures in the boxes provided.
Draw:
![](data:image/png;base64,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)
Question 2Instructions: For each question, provide structures for the reactants, intermediates, or products, as indicated. Draw the structures in the boxes provided.
Draw:
![](data:image/png;base64,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)
Question 3Instructions: For each question, provide structures for the reactants, intermediates, or products, as indicated. Draw the structures in the boxes provided.
Draw:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVcAAABmCAYAAAB/YNKkAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABJ5SURBVHhe7Z0HdBTVF4dDiWBvqAhYUeyAqDSjGFTEhuXYQEQRRQERRFREESsowtEDitg4HEHBoGJDsAE2UCwgoIIi2HsvsUHen+9mXv6b3SSE7OzuhP1958whO292d0h2vr1z333v5RQVFY1as836999/tWXxxmdAmzZt4W05q1evnj9hwgQ3ZswYd8cdd2jL0q1v376ue/fuTggRDjlELSNHjnR//fWX+++//7Rl6XbWWWe5nJwcV1hYGHw0hBDJYHIlclm1alWwS2QjF154odtggw3sS1YIkTwlciV6EdmL5CpEuEiuwpBchQgXyVUYkqsQ4SK5CkNyFSJcJFdhSK5ChIvkKgzJVYhwkVyFIbkKES6SqzAkVyHCRXIVhuQqRLhIrsKQXIUIF8lVGJKrEOEiuQpDchUiXCRXYUiuQiTPjz/+6IqKiuxnyVUYkqsQa2f16tVu4sSJ7rTTTnPDhg2zf6+77jq3YsUKd/nll7tjjz1WchWlkVyFqBgcedJJJ7n999/fPfbYY+7XX391jzzyiNtrr73cK6+84m688UbXrFmz4GjJVQRIrkJUTI8ePWxC+QULFgR7innppZfcE0884ebMmeNat24d7JVcRYDkKkTFNGnSxLVq1Sp4VJqlS5e6qVOnlmqXXIUhuVZPPvroI/fOO++4H374IdhTPSB3SQS4cOHCYE+04Xe82Wabufbt2wd7EiFFILmKBCTX6sU///zjxo8f72rUqOHq1Knjtt56a8v50VsdZVhOasqUKa5p06Z2i83Wu3dv9+233wZHRJNZs2a52rVruyOPPDLYk4jkKspEcq0+cBHvvffeJqZu3bq5N9980/Xq1cv+fttvv711rkSRTz75xB1zzDF23kcccYTlKG+//Xa3ySabuE033dQNGTIk0pJt3Lixy8vLCx4lorSAKBPJNfosX77cnXvuuSYnIqi5c+cGLcUsW7bMNW/evERer776atCSWShN6t+/v50XEfbDDz8ctBSDdAcMGGAR+JZbbuleeOGFoCVaXHvttW6jjTZyr7/+erCnmN9++806taZPn+7atm0b7JVcRYDkGl3+/vtv+/sgJ+QzatQot+a6DVoTKSgocHvuuacdf+WVV7qffvopaEkvSJVzoXSJc1lb2mLlypUW+XHsYYcd5l588cWgJf0sXrzYffjhh8GjYn7++Wf78iIVw93D/Pnz7S6B+tZnnnnGjRgxwjVs2NCeC5KrMCTX6IFAKVj3KYBbb73V/f7770Hr2rnqqqvsb7rNNtu4W265xeSQLp599ll34IEH2nnTCTR79uygZe1MmzatJCd70UUXue+//z5oST1fffWV69y5s703dwnxkLa466677EugXbt27v7773eff/65dSiSA2ebMWOGHSu5CkNyjRYUqe+77752kZOnjE8BIF7qLkePHh3sKRtKhHr27Olq1arlGjRo4ObNmxe0pIYvvvjC9e3b1867ZcuWSUWfN998s9twww3d5ptvbqOgUl0RMXjwYLsGqAq45557rKIhGSRXYUiu0YBhlMjQR3wvv/xy0FIMve0PPvig22+//ewYet4rw/vvv1/ynI4dOybIOgwGDhxor7/xxhu766+/3v3xxx9BS9X5+OOPTdZ8NuvVq7dOEXBlefrppy1XyrmTRiF6DQPJVRiSa2ahtMpHfERO3MazLxZGAfkOqw4dOiSItzI89NBDbvfdd7fXuPrqq90vv/wStFSdRx991B100EH2mkOHDk3JbTySPeCAA+w9fKVBsrz22mvukEMOsdckyqZDKkwkV2FIrpkhPhLlVpgx67F89tlnVgtK+6GHHhqKWIjQcnNzXf369d3IkSMT3rMyPP/88yYlf17p6OWn3Gmfffax9+zXr1+VOuvImw4aNMheg3kBiFxTgeQqDMk1/Tz++OM20QcX+VFHHZUQiXJN+hImakGZhYnKgbBYsmSJ6969u6tZs6bbYYcd3BtvvBG0VAy3zZROcV5ErHRepZubbrrJ1a1b12211Vb2c2UHT1xzzTX2PMq+rrjiipTmcSVXYaRDrvR0U77CsEcuhvj3op02jqEjpiyQC0Mm/THUGH799de2jw6JqkRg6ebTTz91ffr0MTlRchSfR6QjhVpQX8J0ww03pLScCskSwfFexx9/vP1uy4OIFxkjKIr+16V6IWwY+svnls66bbfdtsLBEzNnzrTomv8juWE63lKN5CqMVMuVfCEdNPfee68755xzrCf8tttuC1qde+CBB2z0y/nnn2/HcJvM6KPYnCC3z9wSdu3a1Y5BUERc5Pl4HhfOd999FxwdPXwKABkQiQ4fPjwhr/rUU0+5Fi1a2P8lrNxiZaHsa5dddrH35nfqv6iQPVG2r0ElVxulkVTUo/ovIu4AYiXL54HPEW2UhvH7TReSqzBSKVcuUsqAKLb23H333XaRAhcuH34E7KEmk1tmLgjgVpRjmIwYScGaz65Fftwujx071tqjOoEJF7UXQKdOnRJqTqmVJIdIO50smSygv+yyy+wLgKG0d955p+vSpYudF19+RIBRZfLkySWDJ4hOqViglItRVXw+0o3kKoxUypXogc4TRPjnn3/aPiIfojgESZE8wyLj6wqp4eRCoeOEgniivcLCwqC1GG7vGC1D7zrHRlGunD+/2/z8/ARpct35/CUiYBRTmHnVqrJo0SJ39tln23lRZ0pUW10gjUKagNFs/G7pEMwEkqswUilXhkESRXCh0gFCPtHfDiNe9pMvjYeSHvJ7dLogXzogygIpEwVHVa4Ik3P75ptvgj3FEAX6gQKMW4/iuVO2FZU5CtYFPsepSnFVFslVGKnOuRKNMXwTkbCRfyVqpUOEx8g3Hm6dkesFF1xg0ZNPI5SFl6vvNaazIwoRIFDqxLnFd6IwWoooK5MpgLVBRxdzmYp1R3IVRirlikT954soiHWIkA35U6I5fr7kkksS0gKcC3KlA4veaSLA8iBtwOuQdpg0aZJNoEGUHB8tZgIv10zdnlYV/h7kMCuqHhDlI7kKI5Vy/eCDD0wwsdB5RUcDJUbkYnlvv2qmhxEzSInidKbYo2C9LBhmSf0ix1JWRMcQ5U4cf/HFFwdHZY7qIlfuIoik6VwDyTU5JFdhpFKuSIWSqdiF3ZAfZT/0/DM/JvJhsgwP+dYdd9zR6i6B8hqOGTdunD32MM0bnS2UddEeW3dJr/fpp58ePMoc1UWuEyZMsPN899137bHkmhySqzBSKVciIWaaJ3/H+HnqDk8++WSLTH0qgCGIjRo1Kmk/4YQT3NFHH10qVcDQ0J133tmmoeMYOoGob2WMOOvHU+5FXtd3lpHHpTwn01QXuVI7zHkyyQtIrskhuQojlXKlF5yhlQwIYOIQIkpGVcVDvhQZ0u5vTeMhBcAEzBzjJzPmeVQd8K/vNGLOTSaVjgLVRa7MTSq5hofkKoxUyjXdMECBAQisLUUNbKY7tSTX7ERyFcb6IlfWMmJkEekDxED6oSrzDdC5xqiwMK4LyTU7kVyFsb7IldQDG0JNZrIT0g/kidu0aWPT0xEBV3WeUsk1O5FchbE+pQXCgglmkI3fmN6O0i4vWuRTGSTX7ERyFUa8XCmR+vLLL61jKRs3OsaY/Z7x6bGC9RurBbBAHbNHsTR0RaKVXLMTyVUY8XKlE4gJVahFzdZtjz32sAlAYqVa3oaQy0NyzU4kV2HEy5ULi/KmbN6ISBkZFivR2A3xMpkMK5NW1GkmuWYnkqswlHNNhEELsTIlFYBQqbF98sknK724n+SanUiuwpBcS8OABKYD3GKLLWxFANZpIg9bWaHGIrlmJ5KrMKIoV9bHQkzx6zQxreC0adPcjBkz7DHtHFeVetbyoM6VkWWVXfiuIiTX7ERyFUYU5Uq1ApO3xA+VZUE/JOBnvKLzjePi50uNCpJrdiK5CiOKciV6pJg/fipCJmZBAhT3gz8OGUQRyTU7kVyFEaZc/QKCEDuqCQFy6876WQiRi5eo00emPGZjBQL/PF7LS5PnLF++3C1evNgkwDLPHv/55View7HljahasWJFwgKBqURyzU4kV2GEJde5c+fa8sYdO3a0EU477bSTrTzAhcosVSwyyMJ3CJDP3IknnuhOPfVUey7TBrLaK8tqt23b1k2dOtVqbREy+Veeh6jOOOMMkwATZAPLpDRp0sSGu/JapAvo0adWldf0kS/zxvJ+rGhADSsjrXxbKpFcsxPJVRhhyZVIlMlSuCiXLl1qa1mxyB1zqyJJJlS59NJL7VgiWYTJSCjo3LmzSY+pBHkdJm3ebrvt7LPJstwcC9SgIgEfuSIDjqOHn/ldETTvy/7atWvb0t3Aigd9+vSxCVlOOeUUe410rL9fXeTKMtqcJ3cGILkmh+QqjDDTAj169Ci1mCC5US5aYP1+6kVZIvu9994zaXp69epV6jESZYJtLnaiWVYvACTN6/mcK736u+22W4mEmXAbWKCQ4/r372+P69evbwJh1YJhw4bZulvxlQipoLrIlSkaGRThv3Ak1+SQXIURplxZCpvbcg8rBzRt2rTkM8YFi3CGDx9eaqUAVnn1YgQiTOT69ttvu1133dVkC9SaIisfuSKDxo0b20KIAwcOtNcBL2F/HDWr8ctEI5BUU55ckT/Re1SRXJNDchVG2HJFqB7yoD4/CoxuQjas/hort969e9sqsB6iSnKplGTVqlWrRJLkX3k+kSvny0Z+FdjH6wCvzXFDhgyxx/zcvHlzq11F1Oedd54NcU01Xq7xpWLjx4+3KD4KS9GUB19ukmvVkFyFEaZcuQ1nej46jgYPHuy6dOmSkNs8/PDDrcPKwzIw7du3dx06dChZJ5/bdxY2vO+++2zxPG7rjzvuOMu9IitGTnEry9pPHDdmzBhbd4vXYUFDnsMKs+zjOFacrVOnjsvNzbVImKVgYisbUgUrqnK+8fW6VCzwBUPbwQcf7GbOnBm0RAfy5ZJr1ZBchRGmXHv27GnLW/O5Gj16dMmCgbHQox9bKoV46Nii1MqLmJwst9K+95pOKtINrDbAcFT2E53yL8fRAcbzeR2ixGXLllnUyz46yIBIlVyr77RJB7NmzXJ169Y1gfpRZR6qFZB+69atTbJ8Gfn0RyYhFUOlBefE30GsO5KrMMKUK73+yDUecqjcCtOZRG40HWVQUQGptmzZ0mRFmVq8QPmSIO1Rs2ZNi65JZVD9kG7wAHcenAej3liPTG6oGpKrMMKSKzWn9erVcw0bNrS60lgoieI2nU6r8gr813eoreX3jECZqjD+900ET6kaEm7VqlXaUgWkR6hz5e/Ge3NnkAm5r09IrsIIS65EpytXrrRRUP5WPJb4vGM2QqpiwIABJjFSBc8991zQ8n+QKnLlGAZlpPLLaMGCBVbKxntR/8tjkTySqzDCTAuIyjF9+nQb8IDU8vPzLeqPx0e65GxZUiZMyS5cuNB17drV3p8OPvKsIjwkV2FIrpmBvHNBQYFr0aKFSY6RbPHTHHI3QB6Udkq3YqssqgLvSeqB8rZGjRpZp2OU622rK5KrMCTXzML153Ot5KUp32KQQSxUQNAZ5iNdqhDWBaRKeRrzPXiRp2OEWrYiuQpDco0GLHRIhx/yy8vLS0gVUFVAqsBHupMmTQpaKmbRokU2IIPndOrUyb311ltBi0gVkqswJNdowRwMXqAMlpgzZ07QUgy9+0xCM3bs2GBP2VDP261bN1ejRg2bNEdSTR+SqzAk1+hBlDplyhTXrFkzkyzlUZWdh5YUAAMumBWsQYMGNtqNYcMifUiuwpBcowvXJiPaECzz4TLhTVmj3jykCphrgeOpMJBUM4PkKgzJNfowdJdJaZBmu3btElIFS5YsscnFaWcOBuZrEJlDchWG5Fp9YC4CnypgqDGrPzCHLqVVTGATPzJOZAbJVRiSa/WC63XixImWU2UoLSsxjBgxwua6FdFAchWG5Fo9YagxFQHpXHBRVA7JVRiSqxDhIrkKQ3IVIlwkV2FIrkKEi+QqDMlViHCRXIUhuQoRLpKrMCRXIcJFchWG5CpEuEiuwpBchQgXyVUYkqsQ4SK5CkNyFSJcJFdhSK5ChIvkKgzJVYhwkVyFIbkKES6SqzAkVyHCRXIVhuQqRLhIrsKQXIUIF8lVGJKrEOEiuQpDchUiXCRXYUiuQoSL5CoMyVWIcJFchSG5ChEuJtdx48YFD0W20q9fP5ebmyu5ChESOatWrZo1aNAgN3nyZFdQUKAtS7e8vDyXk5PjCgsLg4+GECIZcoqKimYPHTrUtWnTRlsWb/n5+e7MM890a+5kgo+GECIZkOu84GchhBCh4Nz/ALH+FkM+CxS3AAAAAElFTkSuQmCC)
Question 4Instructions: For each question, draw a structure corresponding to the given name.
Draw:
trans-1-sec-butyl-3-chlorocyclohexane
Question 5Instructions: For each question, draw a structure corresponding to the given name.
Draw:
3-iodoprop-1-ene
Question 6Instructions: Provide a IUPAC name for each of the following alkyl halides.
Name:
The solvents: CCl4 and CH2Cl2