Which would be a good laboratory synthesis of the following compound?
Question 2RIuZdbFKAABSigAYEsj2ESB3T36NED4lpv4ltwqd8i00CZcpyEubk5xCVY+vfvjy5dusDe3l4KlPJzkJRZlKIOrVHGawnOvZqCKtbpx8OZnRtK+fI0Vs94hUjPG3hgVBNOpnKoZYYoGnMBaxf/hdtv+sIm4hneGnBgU2bbJ+fnxeC551PEFusPs3SmAkuefmbbOfk1/E4BClDcPWyOAAAZ90lEQVSAAukLZDlgEhfHFT/iJJS6GCwlr2bnzp0h9jSJ0w8UhGBJqruRJWwKPcMtv7eAtUlyjqTv7+aG2ojmyToognb9iwMzkk6RvihKt8W4OT+gupEKL/b2QfUefWH273kMrV8LFoYB6DdzAb4omfIabuW2gByFixtDHeyLoFjAtkjG+WW2nTNOgUcoQAEKUCBRIP0uiMSjevBTLi9gvR8GBpAZqKHU6FMyOazqNkc51TM8CIqD+CxQZmSKYtl9u08P7qu8q4IRbFu1gKWfO/Z6RuWsGKrncB/XDvWrV0bNvr/AO/ksGSlSVuG5+zi0q18dlWv2xS8Zn5jiKm5QgAIU0CcBvQ+Y9KmxUtZFhZioOKghpNytDENArCWqW2cwl3im5oYSoFIKyVJWIejmebws1xU9qxUBBDUE6U/KrLmlHYGijt9jQddQrPhyMg74xaXIVB0biVixEzgz7RzxGM9bbsQVz1MY6z8D084mroAoQKVSQaVKnEEsAo+ft8TGK544NdYfM6ad5VqJKdS5QQEKFAQBBkz5sZXj/HFszUKsOvYKb702Yc5Sd/jGvqtI9KNr8LfpiRalUvesiXND7UmYG+qqNDfUI+kaFUJubE8xN9TTaH+cP/EUsa+OYdnM6fh+8ihM8nDA6hNL0VTtiQPbj8E/zBP7th/Ggwx7JfIj7MfLvGTJEpw9e1YKKD5+di6dYWiHQbsvY2sXH0yp74CmTs4YM24khn75JUbMPYOndzPZzkWaYVwfOxgaGKFYqTpoWUl8vhcF7z2u2HY7GhF//YpVe/9DNMzQbFwf2BkawKhYKdRpWQkfeBKYYaVXrlyJkydPIj4+vWWFMryMByhAAQrohICB+FZgVkoiTvgoThj57NkzWFtbZ+XSPDlXXHNu6tSpEGcG1/9PNG5OrQsXCw9c/dYBfGKm+RY3MjKSgiVjY2OIY+S+/PJLdOjQAYULF9Z8ZplJURkGP5+nCFYWhXVlO5Q0zur/gdQIPjUbM3z6Y9no6h+coFIdfAqzZ/ig/7LRqJ5BB+aHimxlZYXg4GDJqmPHjhg4cKA0ttDEJP2xdh9Ki8coQAEKaFsgy4O+tV1A5vdeIHHA/fs9Kb+p/Pdi3pXuWHWkChTpLMmS8mxuZUfA0tISAQEBiIqKwr59+3DixAnExsaiefPmUlDetWtXiG9p5uTzsXZOkbasOGyqfgqbhJ1ZuhZA5J3NcL3fGXNczHFp02W0GdY4RfJJG5F3sNn1PjrPcYH5pU24XHcYGpslHc3UF9FFXBUgOjpamqH/1KlTiIuLQ+PGjSW77t27w8LCIlNp8SQKUIAC2hZgD5O2xbOZ35YtWzBs2LBsXs3LtCkwYMAALF68OFs9sH/99RccHR21WVydysvJyQlLly7V6ILdOlVBFoYCFMi3AuxhyidNJ859devWrXxSWv0tpvgoKTAwMKmCRYsWlXpJxPUL+/TpIz2mq1+/fran3BAXktbXdhbvYT8/vzR2FStWlOzEOdMaNWqUbbukhPmFAhSgQC4IMGDKBdTcSLJEiRIQ//CTtwJv3ryRCiA+XhLn9hJ7RNq1awczsyw+n8qgGkWKFEHt2rUzOJq/d8fExEgVMDU1lcZ99e7dG+3bt+d9nb+blaWnQIERYMCUL5tajWj/Gzj31xOoyjZAa0c7FJVF47/DF1CoQyfYG6VXKTXCPT2w/+/3q9i3GfAZ7IzUiPA6hP3XQmDs0AV9mpaGeFPEvfwbHnuP4W5AJOIUFqjavCf6tq+KYjJAHe6Jg+7XES5XwEApwKp1f3SxM4Iq5AbcD95FtFwOVZwBynfsj3blMjv0XIXQG79j/c4TeFBuClwn18zam1jRD3Fw02Ycvm2KUau/Rf1MjSPOep6bNm2SApoaNWqkh5y7+2Ie4dCuMwhCISgUMhgk5KZWxsOwUhf0bVFGarsPFkIdiluHb8Pys9YopwDUUU9w8YA7ztz1R0iMHGZlq6B+28/QsZ41Mhw/Hv0fDl8ohA6d7JHurZZBAVatWiVNJFurVq0MzuBuClCAArorkNVXanS3JgWoZBEXJ6F5h0lY/etKTGhtD4eBu+GnLAJrq6uYOG4fAtKdtFIG0xod4fhmNYaO+h3GbTvCzghQBZ/DnFFLcVVdGY1qWkGBWDzc7oLuE0+iSMcJ+HHBAsx2cUTk1u6o1nomzgerIDOtgQ6N3mD10FHYbdwGHcSEAMhL1EGnT59i3uBJOG7ZHq0yHSxJV6O4Q31Y3dqDw96hSJwBKNPNamyDBtVe4+iBGwjO9Dp68iznKb7ZlSfBkggRdRduJwJRxNIK4htnJUtaQLixGCOc5+LSWwU+/pc5Fv+6umDBC2uUUqgRcnkeerabjIumnTFx3lIsnu6MVmY3sODrX3DvXWdQ+vxFrGF1dSLG7QtAurda+lehX79+YLCUAQ53U4ACOi/AHiadb6LUBYzDCx8TTD1+Af3KyxF9exbqNZ6Pvb6f43+OkzFhfVNMONgce5xKpf0HVGaCMvbWKG5eGuXNFVAFn8ccl00ovewPLGhgKp0ffWMW+sw1wLK/fkCbhKdMRcq3xIStB/C2cW04jamH/3b1gFUZe5Qtbo7S5cyT9WrIUaxCVVgYm6OSbfL9qeuQ/ra8aFlUKGMCucHH/+lPk4LMGBalSsFEHprm0Id25CjPDyWcG8eM7NB9XDP0bmoltVWM9wp02vIQdX6+gsUd3+37ULbKB2sxascncL1UBYpXBzC63zZU3XcT0x0T1sgpWQ1tXeZCrvgXFT840VIxOE6egPVNJ+Bg8z1wKpWN9vpQQXmMAhSggA4K8DedDjbKh4ukgO3n36FX+XcTUxYpVxO25mYwMxYf0JjCcUgDXJ61HQ8/0suiDrmABZP3wnbuJkxOCJaAcFxetgGBTQegQeohOUYO+GpMPYQf2ojLiRNCf7igHzyqDr2F7TOc0bNlY7Rz/gW3ItLrU4pDwLl1mPH1AHRu3xPjtv4nTmGNkOvb8NPMn/DT919j2KS1uBacvJ9DhfB/1mNMzw7oPHAmPJ4mzIStDsH1bT9h5k8/4fuvh2HS2mtIcdkHS6sjB4vWxucJwZI67CJm9JkKzzZrsfebOjBBLPzO7cDibyZixYVLWD/OCR27DMT0/b54N6dpFK4vX4xXTv1RzUiNl8eW42jhPhhYO9mCgmI1ZVZoNbwZjHxPY/uibzBx1W1Eq6Pw+NzvcJ01CXOvRLzDMHXEkAaXMWv7Q3zkVtMRPBaDAhSgQM4EGDDlzC8PrpbBsFixhEkpVXh+bBdCnWaht827AKqoQ2uU8dqBc6/SC0DeFVcVcgHT2g/CrS4/4CuHZF0Jyte45xmGwmXNUShNzWQwrVQDJWKfIyAiIUBRBuLM3FEYNtwFo74ejVEuw+E8YT3+/dDjHCndWPy7cwviv1oLd48laHBhApx3Pkv1eCcGXst7Y/C5Wpjiuhsea3si7nEoYr0WoceIO2jzzUzMnLcQIxRL0PazVbifEBcpg//GQa+qGLtkNrqELEN/l4MIRCy8FvXAiDtt8M3MmZi3cAQUS9ris1X3kXJhkTSV1s0dqgC4j+mHFTHO2LVpEGylYWJymJYxgff2lVi+8Q6qfr0Is7uEYfWXo3AwUA3EPoDHoQjUalAWCsTguedTxBazhlnahhajJhQyLYGI4+ux5+4bqGWFYGZTFN6bN+Lcy8RZuovCoXUZeO04hw/carrpx1JRgAIUyIYAA6ZsoOnKJcqnezDbox5Wzm8N88SWNLKETaFnuOX3NsNiyk1roednVjjyVTtMPPzifQ+BgQJGChXeBIQi8Z/F5IkIggooXBKliiUsu6IoiTY/rMPmTRuwbs1arNuwCb+uHIlqH50F2gg1xq5AH1zCzh1nEFpchsBHQSnzjLqFtasfoolTXZjJAKOKA7Bwcg14blsPn5rdUKuYWLJiqOfsjLJ/bcTRZwn9HMZV4fRFK1Sr1AQDRzhC5nMXL8M9sW29D2p2q4V3l9WDs3NZ/LXxKBIvS15P3f4ei//WfIlh7jaYvX8JOlolNrwCpraVUb6YCar0+gKtqlVC44HD0UjxGF6v4oHoJ7jxsggqWIjRlRyFixtDHeyLoIQldVLX2dCiMmraF5cGlwOGMLd1QEWzQpDLEoeaA0aWNij07BY+cKulTpbbFKAABfKtQOJv23xbgYJacFXQOSxa8BB9Xb9FI5NgXD3oiUgRw8AAMgM1lMmfUqVGkpuiyawTOD3dHJt7NsPIvU/f9bTILVG3RRm8PvsnHqTpJVIi8NYdqB0HoKFp6gSzuh2OS9+1QvtFvqj0+RgMrFsCBqkX6IkPhn9IFMJjEioiM4KZqQwRr94g9q246PC7j2GJCjCTKxEb/26PgUz2fuyWvBBkahXU8RF49SYWb+OSrkKJCmaQK2ORcFlWK5BH56sRfnkW+ky5g9Zr9+CbOgmvAqpjEBIc/c7EQAZZ0t9qOQrJ1FCpBWnBZKUaCceMYNuqBSz93LHXMyrbdTEwkMFArUzVM5jt5HghBShAAZ0WSPrVqtOlZOFSCKgjbmLNT6fgMGkMGhiG4YXXn9h5MfDdP1zKMATEWqK6dQbdPImr2MvN0WT6UZybVwFu/Zpi8NaHiIEJ6o6fjravXTHR1RPJ19VVBZ7Akp2W+G5FX5STOpjU0mr26sQYJLGEYoAivA/Y1OG3sWXm99h2P1kEFn4dq9e9QPf/DULjkpHwfRSWFABJyYjLGxa2Q4NS/ti34ybCE9NGYdg3rYyoq8dxP6FwsYEPEG3fDW3EN/LEuCDp3MQvAoTC9mhaOQpXj99PqFMsAh9Ew75bGyS9yJe1JRUTE9fqT9WLgxjfbxminXdh0yC792sFvrmGtb/9i5j0ASBVzagsqlnE4EXou77Doo7fY0HXUKz4cjIO+KV8MKmOjUSs2gAGciA66I3UA6kOv4/bL+LepZVQa2VYAGItqyOjW02rOMyMAhSgQC4L8C25XAbWePKqAOxz7ozxbkGA69yk5Es5n8V8ANGPrsHfpidalEp4bJZ0hhoR9/Zi9W9eiA1/jM2u+2EzqTcafHsIFw37oNWwJuj+eDu2zXCB28lojHTpiiZXeqN/m8ooEuGH+49VaLh5PwZ/UgTqiHtwc90B75hwPNn8C9xtJsLJ/t08TDtX7YKfOgSnNqzH0e9Ho/m/szFsXiEcm5IsgDOxQ4vqjzG2Uzvc7NASNc2KIOjMLuw95ICrt0IQKPsd++/Pxci1U3HYqRMa+PRFe/tiKNl6ImYNXIuf3Xpg8FBLTOthAd8zzzHit+Wojwdw33cJYbF+OOJ2GU2cm0KhjENcwEnsODwUP6z9GW49BmOo5TT0sPDFmecj8NvyOoi98Rv2J+Z5txa+qvnubcEkNl35onqB/WNdsD2wLDq+3Y/po/dDENcLVMYgxPcG/FtvRfc/DuFiaAyeHXHDlSbD0EShRFzsc5zccRCD53ZE1ybA917BULUqCrmhHQbtvoxCP4zFlPoOWNKsNWpbKxAdGgVZxf6YM7MzKrVpCHXfr9C2QwvUqFETxS1UuHxwJ842GoXWZePw6Jo/bHq2QJpbTVfMWA4KUIACGhTgWnIaxMz7pKJxc2pduFh44Oq3Du97ILJVMCXCn97HwyAVTMtXQcWSxu8fdWU6vXAc/6ImFrW9gBPOFZAihFOGw98/GuYVyqDoh/o5xfN8X0GwskV588RJMJUI8fWGX4wFKjtYw+RD1ycvqzIEvt5+iLGoDAdrk2zUJ3li+e975MXRqDOtFk5dGIUKyRtDGQY/n6cIVhaFdWU7lEyasVKNqIAH8FeWRqXyZsmmjxAj85uYWtcFFh5X8a1DYrvkPxOWmAIUoEBmBdjDlFmpfHCeyn8f5l/tAdejOQ2WxMoqYFqhBupVyH7F1UFXcL78CmwfkipYkpI3RTm7TAyGUpiiXJXU5ylQomJNZHmhGEUJVKyZ5auyD6BjVxZtMgsLKzlh8fn+cE2cZEtqCzOUr2aG8mnKK4NJWQc4pNmvgv+++bjawxVHGSyl0eEOClBAPwUy+3/zNLUPD38/siTNQR3ZoVarERqatYkMdaTo2ShGFO4e8EGvLXPQWHoVLBtJaPgSmVVnzFvQC9bJezM0nAeTy4KAvDScXFeh6pmjeJyTyZOi7uKATy9smdP43VuHWSgCT6UABSiQXwWy/EguOjoaLVu2xIsXL7B582ZpEU1drPyDBw8wdOhQ+Pj44NixY6hbt64uFpNlogAFKEABClAgHwhkuYdJXE396tWrGDlyJLp16yb9jIyUXmjXieqKvUpLly6VFkgtV64cvL29GSzpRMuwEBSgAAUoQIH8K5DlHqbkVb19+zYGDRoEMWDasmWL1POU/Li2v9+/f1/qVfL19cWaNWvg5OSk7SLoZ37RD3Fw02Ycvm2KUau/Rf2E6X/0s7KsFQUoQAEKUCCtQJZ7mJInUbt2bdy4cQMDBgxA+/btMXHiRLx9m/EM08mv1eR3lUqFxYsXS71Ktra28PLyYrCkSWBjGzSo9hpHD9xAcE7GviSVKQZPT2/HvuRzMyUd4xcKUIACFKCA7gnkKGASq2NoaIi5c+fi0qVLOH78uBS0XLt2TWs1/e+//9CsWTMsW7YMu3fvxq5du2BhYaG1/AtERjJjWJQqBRNNDd6O8cTKoZPg9iS9BVgKhCgrSQEKUIAC+UwgxwFTYn0bNmyIW7duoWvXrmjRogWmTZuGuLiUMwgnnquJn2Kv0sKFC1GnTh3Y29tLvUo9e/bURNJMI0MBFcL/WY8xPTug88CZ8Hj6vn2jH/2BNUsWYMZYZ0zacAPh4gzg6lDc2j4Dzj1bonE7Z/xyK0Ka0VsdFYzQmHiE3D2BP87eR2Tq2cIzzJ8HKEABClCAAnkjoLGASSy+sbGxNOD69OnTcHNzQ7169fDPP/9ovGbiQO4mTZpg5cqV2LNnD3777TeUKFFw59fROHAGCSqD/8ZBr6oYu2Q2uoQsQ3+XgwgEEOu1EF36XUK90dMwZ9FoGC3sgpHHQxH7705sif8Ka909sKTBBUxw3olnqlg8+/s6HkfG421YEEKiGC1lwM3dFKAABSigQwIaDZgS69W8eXPcvXsX4k9HR0fMnj0bSmXOB7+IvUrz58+X3nqrWrWq1KvUvXv3xGz5M7cFjKvC6YtWqFapCQaOcITM5y5exsbAe8caXImNxt+/b8bm368h0lBAUMAbKGqMxYo+wKWdO3AmtDhkgY8QFG+E8i3aoKqZGRw6fYlBXat9eKbv3K4T06cABShAAQpkQiBXAiYxXxMTE+lNtSNHjkjzNTVq1Aj37t3LRJHSP0UcyC0GX66urti3bx+2b98Oc3Pz9E/m3lwRMJDJ3i8nIi8EmbTQrhIRQZGAeTU0dGyExo07Yerl5zjtXAGRl75Dq/aL4Fvpc4wZWBclDNIujZsrBWWiFKAABShAAQ0L5FrAlFhO8e05T09P1KpVC/Xr15fGHYk9RZn9iD1T4qBy8fFejRo1pF4lcZwUP1oWEIC04Y4AAYVRoaEd4u/9jbAy1VCtWiWULyGuLRaO66vX4UX3/2FQ45KI9H2EsKSnbwaQIxYR0WlT1HKtmB0FKEABClAgUwK5HjCJpTA1NZV6mcSeoRUrVkhvtYkzcX/sIwZaYq/S2rVr4e7ujq1bt8LMzOxjl/G4pgWiH+DwvksIi/XFEbfLeKUEBGUc4gJOYofHI5T6Yg1++sQD3eu0w0CXURg9ZQEOPS0EuxbV8XhGJ7TrNRobfc1QJOgMfj/6BHHG1qhjG4q9Y/tjwq93OOhb0+3F9ChAAQpQQOMCOZq4MjulCQkJwdixY+Hh4SGNRxo/fjwMDAxSJCX2KoljlX7++WcMHDgQy5cvl4KuFCdxQ8cEVIjw84GfygL2FazwbsF7JcL9/RFtXgFliqaKzWOD8Ng/DlZ21iiqqekKdEyExaEABShAAf0R0HrAlEgn9jaNHj1aeswmzhJuZ2cnHRIHi4trwAUGBmLjxo3o1KlT4iX8SQEKUIACFKAABfJEINV/+7VXhj59+kjjkcTpAGrWrCkN5v7xxx/RoEEDaW4lcZA3gyXttQdzogAFKEABClAgY4E862FKXiRxHqXhw4dLcymJ45Q6dOiQ/DC/U4ACFKAABShAgTwV0ImASRR48eKFNBVB8eLF8xSEmVOAAhSgAAUoQIHUAjoTMKUuGLcpQAEKUIACFKCArgjk2RgmXQFgOShAAQpQgAIUoMDHBBQfO4HHKZA9gTgE3j6FM55vYF67A9p+WgK82bInyasoQAEKUCDvBfhILu/bQA9LEAPPhd3w1Z/FUM38Oc54PEDjnXex/4ty4JRLetjcrBIFKECBAiDA//QXgEbWehVVoXiMUTh4ujcqyOPgPbcO2nh4I/KLcjDVemGYIQUoQAEKUCDnAgyYcm7IFFILyMug+7e9E/aq8Ta2LD4bWBfFUp/HbQpQgAIUoEA+EeCg73zSUPmvmEr4/bEQU4Z0xoDD5eBYVpHO4r35r1YsMQUoQAEKFEwBjmEqmO2uhVqrERUUBkUJIzza3A+NJ8TA1ec4vrLmKCYt4DMLClCAAhTQsAB7mDQMyuQSBWQwsSoBI7kJqvdxhqPCD49ClIkH+ZMCFKAABSiQrwQYMOWr5sovhQ3F2fkbcC/mXXnjArwRXLkfelQ2yi8VYDkpQAEKUIACKQQ46DsFBzc0IhDlhb1rp+Lm0xAM/USFh/ci8c3e2ahjrJHUmQgFKEABClBA6wIcw6R18oKRoTrKH97eL6G2rIzqdmactLJgNDtrSQEKUEBvBRgw6W3TsmIUoAAFKEABCmhKgGOYNCXJdChAAQpQgAIU0FsBBkx627SsGAUoQAEKUIACmhJgwKQpSaZDAQpQgAIUoIDeCvwfSCE03cQtGZ0AAAAASUVORK5CYII= />
a. 1 only
b. 2 only
c. 3 only
d. 1 and 2
e. 1 and 3
"
Question 3Which set of reagents is used for the purpose of adding water to an alkene in a Markovnikov addition
without rearrangement?
a. BH3, THF followed by H2O2, NaOH
b. H2O, H2SO4
c. disiamylborane followed by H2O2, NaOH
d. Hg(O2CCH3)2, H2O followed by NaBH4, NaOH
e. none of these