IM 8.1.11 Lesson: What Is The Same?

A person’s hands are mirror images of each other. In the diagram, a left hand is labeled. Mark all of the right hands.
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[/img][br][br]Determine whether or not the pair of shapes is the same. Be sure to explain your reasoning.
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tsAfSdLliwuU6ZM7pRTTrFxrm7duhF3Xhl7ESNM+gQHDx50AwYMsIZ+/vnnuy5dujg0wbSJgAiET4A+9MQTT1j8K169Z599VgLK4eOM+EhCUlhmqlq1qjvttNMsWaZWrVqud+/e7pVXXtGPGKgNpKENvPzyy2YrkHCGwXfqqac6PHtvvfVWxH1Vxl7ECE8+ATPdr776yl1++eU2AFarVs0yBRU8fjIrfSICoRKgXy1ZssSWCfEeYVRQJk3Lt6ESjN5+LKcTpkJc3pVXXunOPvtsM8ARtUZT9MCBAxayQtiKfsRAbSD1NrBnzx43b948x6rFWWedZbZD9erV3cyZMy2pM9LeK2MvUoJJHL9t2zbXt29fm+WSgduzZ08b/JLYVR+JgAiESGDnzp3m1TvzzDMtVq9fv37qVyGyi+ZuTFr37t1r8cgkx/Biuuiii1znzp3dypUrHUvtGIPaREAEQiNAzPGnn37q6tev784991zrUyh3fPbZZ1Ex9LgKGXuhPYuQ98L7gCWO6xU3LN4HBkBl4IaMUDuKwEkE6FezZ892pUuXtqUNMtzR2ZO3/CRUMf0AQw7h6hdeeMEVKVLEvA/ISnXt2tWhJyova0zx6+Q+JHDkyBHzkNesWdNiXbNly+Zuu+028/LxXbQ2GXvRIvnPeRgIu3fvbkGV6H8NHDjQljGi/Gd0OhEIDAG8RPSrBx54wJKdCPwfNmxY1Ga8gQEZ4Y1i6G3dutU9+uij5sljMotHj1UMVjPkzYsQsA4PFAH6Cx69d99911WsWPGYzYChx0SWCW40Nxl7UaSJl4HqGOjpYZ2z9o7ulLwPUYSsUwWOAF5x+hXe8jPOOMPVqFHD+pW8SOnXFGBNiUckIAhNwdBDUorAcUTitYmACIROAEMPYfg33njDFStWzMo9ksjZrl07C5GIxUqgjL3Qn0+qe+7YscMGQ4KVqYNLPVyVRUsVm3YQgRQJfPfdd+4///mPxbGQpTZ+/HhltqdILLpf4tHbuHGjlabjhYTBfdlll7kpU6Y4lpk0mY0ub53N3wQw9Kj206NHD6vrTRY7mqHE9hOXTH+KhZdcxl6U2hWWOC8hvA8s39apU+fYg4vSn9BpRCBwBOhXo0ePdiVKlDAZo0aNGsVs5hs4uCHcMGLJVCch9jhHjhyWdYu6AIHjyODIuxoCRO0iAv8QoL8wcbrvvvus1CMe8kKFClmyEyESsfDoJcCXsZdAIoJ/eUC7du1yzZo1sxdSqVKl3IgRIzTjjYCpDhWBhKXDW265xSZQJUuWdO+//35MB0RR/5cAy7No6JEhiDePWMkbb7zRzZkzx2KN/t1T/xMBEUiNAB47JNnat29vlWWyZs1q8mzYCsQkx9pDLmMvtSeUyve4W5n9UgsSVyxePbSmkCbQJgIiEB4B+hVl0RgIKbeEV6l169bWr2KxxBHeVfr3KHTy0NBDLBlNwwRDb9myZVEPHPcvRd2ZCDhbkiUUYsWKFa5p06aOUBTkitCnxG5gSTc9POQy9iJsjTxEYooaNmxoDxDdqbfffjtdHl6El67DRcCzBOhXJASwfEgMLOERDIwy9GL7yHjpkCE4fPhwi8vD+0CcHhNYlp/++OOP2F6Azi4CPiKQMGnFo1evXj1zBqETetVVV7lPPvnEJk7pNabJ2IuwYbHUwQwYIUQycO+99163e/fuCM+qw0Ug2ARQ3GfSlBAn1qFDB4fCvLbYEeClg6GHht7FF19seoaUpEMs+dChQ1o+jx16ndmnBJBPmTVrlqtQoYLZByRjEHe8YMGCdBcfl7EXQSPD+4BgMiVNCLREcgVrXbPfCKDq0MAToF998803NkAyOJYtW9Z98cUXNjgGHk6MABAvhCeVGt5IqsC9aNGirn///haPHOt4ohjdlk4rAhlGgAQmkjbLly9v+qAs3d59992OUAhCv9J7k7EXAXHi8ljuwPuAVw/RV1KntYmACIRPgBiWAQMGmJr8OeecYyLl6lfh80ztSIxrql8QOE48EUu3TFyHDBliYsnpEU+U2jXqexGIJwIHDx60/oOhRxgK41inTp0sQSMjDD3YydgLswUxQH755ZeOsk0EMKM7hUTB77//HuYZdZgIiAD9avHixRard+qpp1oQM/1M/So2bQOuS5cudS1atHAXXnihjWXlypWzJXTCUWToxYa7zupPAnjA6TdUlcEmwNBjAoXHfP369Rma3CRjL8w2h/ehV69e5tUjgPmpp56SknyYLHWYCCQQoF9169bNApkZKHv37m3Zagnf69/oEEgIHCcMhRgiVidYZsLQmzFjhko8RgezzhIgAkxUWe2jXCr1olntQ0kAOwEDMJYaeqFglrEXCqVE+zBQEmBJ2Sb0p8jAXbVqlWKKEnHSryKQFgL0q88//9wy1ehXl156qduwYYP6VVoghrAvnAkcX758ubHmpUSGIELwCxcuFO8QGGoXETieAB5w6kM/8sgjJlNEDH/x4sUtHMUr5QRl7B3/xEL4PwMlmWlY78yGKQROmRM0wfhOmwiIQHgEiHMh7hWtyjx58riXXnrJApnVr8LjmdxRlDj76KOPHCLVGHkoCdx8881uyZIltlwu3smR0+cicDIBDD085M2bNzebIHPmzCYVRbnU/fv3x1ws+eQrSvoTGXtJc0n2U9bkSaVmPZ6gS3TAWItXbEuyyPSFCKRKAANj6tSp5s3D+ECTClX5jF76SPXC42yHhKSyyy+/3DJuc+bMafW8eVmpjnecPUxdboYTYHwipvimm25yuXPntpjXypUrW91o+pqXsthl7KWhufDg8D6QVYNXD2mC559/3rx6aTiNdhUBETiOAP2KpY5WrVo5jA/iXQYOHGgSRvIyHQcqgv/CkWUmspyZqOLR4+XEstPatWs1hkXAVocGjwD9CYk1akRff/31ltzEJPW6666zSSt2gtccQDL20tBOERydN2+evYwIHiewGVV5bSIgAuETwKM0e/ZsV6RIEfOWN27c2G3ZsiX8E+rIEwjgfcDQI9yECSoxehRfJxEGbT0Cy7WJgAiERgAjDg29adOmWTlBwk5w/mD0EXPs1ZAuGXuhPV+z0imLRtkgZsV4H1599VXNiEPkp91EICkCePV27NjhbrzxRjP0MPhGjRolYfKkYIXxGd4HDLp27dqZBAQyUYxdxEMyefWa9yGMW9QhIpBuBOgvVPcZM2aMhZyQSEY4F/F6iCV7eSVCxl6IzQRLfubMmeauJdPm1ltvtUzBEA/XbiIgAkkQwOCYPHmyzYwxRFCY37x5cxJ76qO0EsCjh1hyy5Yt7YWEbiFLuG+++aYSX9IKU/uLgHM2QRo6dKitQtCfcPxQThDVAC/F5yX1sGTsJUUl0WdY65Rvuv32260sGjPj999/XwHNiTjpVxFICwFmyQySTJyYQNGvyBJVokBaKCa9L2LJeBpuuOEGk4KgKgbF16dMmWLxkfLoJc1Nn4pAcgQOHDjgnnzySVesWDGTXMOj16dPH7dp06a4WOGTsZfckz3uc9y2pFEjB4H3gUByMgU1YB4HSf8VgTQSoF9RbpBEAWqxdujQwW3dutXTSyFpvMUM2f3nn3+2Gt3169d3CL4To1e7dm0LJicRxstLTRkCTH9UBFIggMeOEK4HH3zQDD3ExxFLJomMz+Oluo+MvRQeMl9h0H399deuWbNmxwKbJ02aJO9DKtz0tQikRIB+hRA5sXrEvVx88cVu+vTpDkNFW3gEYMqyON7Rq6++2vQKyW7Gu4cIPN9pEwERCJ0AyRas6qHAkT9/fqsyg2zR66+/7ikNvVDuSMZeKpQYIFmjz5cvn82S8eqRVq3ZcSrg9LUIpECAGNhBgwZZ0kD27NnNq4culfpVCtBS+ArvA+MSE1Eqj6AWkCtXLgscX7NmjfQKU2Cnr0QgKQJUmUFDlzhilmzxkF9xxRWWnOGVqhhJXXdyn8nYS47MP5/jfUA7B+9D6dKlbYZMhps2ERCB8Al89dVXVm6QsIgyZco4DJJ4WQ4J/65jcyQGMoYeS+IXXnihIz4PKQiqkUjCJjbMdVZ/E2DyhDeclQdCTEjGSBBLjtfVBxl7ybRZBlBePv3797dYvbx587o2bdrY8q28D8lA08cikAoB+g4JGE899ZTF6mGcYJTwmfpVKvCS+RoNPQLFWX3gpURscY8ePUxbTxp6yUDTxyKQDAEMvY8//thqRePRY0JKRZ9FixaZvl68xurL2EvmgWPoEauHNU9AJv/ysPVCSgaYPhaBEAgwkNKvKlasaEuN9KsVK1Yo2SkEdol3YSzCc/fwww9bwDgyENTqfuWVVyyBTCsQiYnpdxFIngD9iRi9sWPHniCWjArH0qVL49rQ465l7CXx7LHcSbN++umnLU6PAfTxxx+3h53E7vpIBEQgBAL0KzJwKdFFPBkBz88884xpvoVwuHb5hwAvJQw5ypwhlsz4RIwe8URvvPGG27Nnj2L01FpEIA0EEmJeR4wY4cqWLesofYaHvG3btiZh5NWqGGm4RRl7ScFiSWn58uU2eBKUWatWLTd//vykdtVnIiACIRIg4Jl+VapUKfOW16hRwy1ZsiTEo7UbBDD0jh496oh5vOWWW9wFF1xgweMVKlQweSjGrnhdZtITFoGMIID4+K5du6yqDGMT8fmERDz66KNu9erVnhdLDpWZPHuJSDGYUl6oe/fuFphJTNELL7wgr14iTvpVBNJCgH61e/duW3JkAoW23uDBgyUHkgaIMCQ4nPrcDRs2tFgilm6RWUEsWcu2aYCpXUXAOTPkGJeIIUY7L3PmzJbk9Nxzz1klH/qcXzYZe4meJO5aihlTo5MH36BBA4sx8tNDT3TL+lUEYk4Arx46eiQ6kUTQpEkT069SvwodPXHEn376qatevbpVHIEjxdcXLlwoQy90jNpTBI4R2Llzp2nosWRLFR/CS4h5xQD0m4dcxt6xx/73fyh90qVLF3Ploj6PSvaRI0cS7aVfRUAE0kLg22+/dffff795y1l6JDaG+D1toRFg6ZYqPsTlEZ/HT9OmTd3KlSvN2yejOTSO2ksEIMDSLWMSoRDEDrPaULRoUdPQI+bVj1nsMvaOa/t4HxAlLVmypBU4btSokblyaRjaREAEwiNAHNmHH35opYbQrCK7bePGjb6JhQmPSmhHETiOgCuTziuvvNLi8/BCdOzY0RI0GLO0iYAIhE6A8YhYYQw9wkmQV6lataobP3686VXS5/y4ydg77qni1SO7jYdfoEABN2rUKGUKHsdH/xWBcAhs2LDB3XHHHZaUwTIuEyoqaGhLmQAxeNTg7tev3wk1OVl5wCvh15dSylT0rQiET4CKWHPmzLESgrzn8ZCjoYeunt9XGmTs/dNuGFgnTpzoihcvbjUlr7322rirfRd+F9CRIhAbAsSZMWliiQQ5A2JgiYeRoZIyb8YjiqwnyD8h7Er94N69ezvijLSJgAiEToAwBwy9qVOnmlgy/Yml25o1a7q5c+cGoia3jD3nLBCTgZXSKGS3sYzLspNeSKF3Ju0pAkkRoF81btzY+hUTKZKflDWaFKl/PyMwHLFkKosg6E6iGB7RYcOGuUOHDv27o/4nAiIQEgHGnPfee89VqlTJEjF4z5MkhlZlUMYjGXvO2cNGjBRx0pw5c9qSE7UmFfQcUj/STiKQJAGMlgEDBphHimSnli1bWrKT37Lckrz5MD9kzKHCCHGN1LfFA1GsWDGTViF2TxPQMMHqsEASoD+hsPHaa6+5Sy655FjiJcliTET9IJYc6oMNvLGHVb9161aTMGAWjXo2gZoaVENtQtpPBE4mQDYbepV16tQ5Vt0B2RD1q5NZ8UnCS4mSjGjoMelk2RsNPWKMiCcSu6TZ6VMRSIoAk8p9+/a5nj17uhIlStiyLbH4VO0hQYwxKkgOnUAbezxoyqINHTrUyqIhCYHFTwPRJgIiEB4B+hXGCRmkiJLTr6jfun///vBO6POjEnh98sknZhxnz57dxiOWv6dNm+aIewzSS8nnj1u3lw4EUNDYvLSi9P0AABiPSURBVHmzFUcoVKiQecgJz+rTp48jETOIqwuBNvYYRFetWmUipSyXUHKIAE7NoNOhN+pP+JYA/Qr9t0svvdRi9a666io3a9Ys9asknjgvHSacZChXrFjRZc2a1bx6N910k8SSk+Clj0QgNQJ47FAAQJ6I0CzEkvHsEfO6bdu2wE6cAm3skRWIV49aeKRgP/jgg1ZEPLXGpO9FQASSJoAHau/eva5///42m2YpklJE8uqdzAtWJFyMHj3aDGMSMZCDaNOmja9qcp585/pEBKJPgP6ER4/kpubNm9uKAk4cDL1x48bZGBRkD3lgjT28d5QZYjZN2SH+pbi4vHrR74Q6Y3AIMNguWLDAgqEzZcpkMWfLli1Tv0qiCVDnlmUlJFUYg1i+7dq1q2nrScg9CWD6SARSIECfYaWufv361pcQcGe1jlAIKtAE2dADW2CNPbSq0KxiJs0PQZwsp2gTAREInwD9qlu3buYpR8dq0KBB8uolwsmEkrEGaRUMPWQg+Pf55593u3btCowURCIs+lUEwibAxGn+/PmuSpUqlsXOOx2xZDT00NcLYoxeYpiBNPZY0yfDjYbB8i1evdWrV2uQTdw69LsIpIEA/Wr27NmufPnyZsBUrlxZ/SoRP6Qe1q9f7zp06ODy5ctnGYKlS5d2gwcPNkNPKwuJgOlXEUiFAKEQKGjUqFHDdCnPO+8816xZMzP+VKnnX3iBNPaYPXfu3NlmAKRi9+3bNxAK2v8+dv1PBKJPAK8eRgz6cNRvHTFihOnqRf8vxecZ8T6wpE1JRpZs8XyyzPT2229bnGN83pWuWgQyjgAe8jfffNPEkvGQo+fZqlUrt3TpUr3TEz2WwBl7zJzR+0ooKo6OlepMJmoV+lUE0kiAfjVhwgSL1cNbXrt2bSvrpdizv0FSfJ0XEFm28CEp7PLLLw9ETc40NiXtLgKpEmBZFpFxHDX0I/oTEk/t27c3zzmKANpOJBAoY48Ggv4XM2uyBIsUKWKN5UQk+k0ERCAtBBIG3rvvvtviXwsXLmyzbcXJ/E0RQ5jlbQSmCRrHA8FS9xdffOEwArWJgAiETiDhPU6MK2MNyU3oeZLcROUrhUIkzTJQxh4D65QpU0x7hwBOauGqqHjSDUOfikCoBKhCg7QBAy9eK7xX9KugZ7/B79dff3WTJ0+2ZSYq9BBPhFjyunXrzNATo1BbmfYTAWeG3Pfff+8eeeQRqxfN5Klo0aIm4E4xBBl6ybeSwBh7LCchqHjHHXdYECdB0dTLC0oR5OSbgL4RgfAJ0K+IgW3UqJF59UqVKuXefffdwPcrjDi0BUeOHOkuu+wyG3OIYySeCMFpxh0ZeuG3Ox0ZPAIkgK1Zs8a1aNHCDD0EyMuUKePeeustm1xqJSHlNhEYY4/1fVTqcffi1cPooz6eNhEQgfAJEBbxwQcfWGYpSQd33nmn1ZoO/4zxfyTeBSaWyM4wqcT7ULBgQffQQw9ZdjIvLW0iIAKhEyAGD/1Oxpe8efNapRmy/d9//32bbGrilDrLQBh7eB/Wrl3rbr75ZodKPd4HgskVxJl6A9EeIpAcAfoVMiI1a9a0ahmUR5s5c2ag+xVMvvvuO9PwJCYY7wMlm9DxRNmf77WJgAiERgAjDrkiCiAQ/kASBuEQVatWddOnT7ckjdDOpL0CYezh1XvvvfcsLZvBFzcwA7I2ERCB8AnQr6g3SbITZYkoN7h9+/bwTxjHR/JSwpBjSRsPHhp6ePQQSx4yZIiVYdQyUxw/YF16uhOgTxFnTyITxh0rchh6ZPrj5cMI1BY6gUAYe5RBI2icwZcgcjLj5NULvZFoTxFITICBeMWKFa5u3bpWaLxYsWKB7lcszWLossyUM2dO8+gRT4TWIPp6MvQStyD9LgIpE6DfTJ061RUvXtykVchib9q0qYVCKBEjZXZJfet7Y49UbIqy4/4lEw7vA4HTvKy0iYAIhEeAftWvXz/rV4gDP/300+a9CmK/wvvAhPLaa6+11QN4UJVn4sSJJiodRCbhtSodJQJ/E2B8YaJUsmRJWzUgHphCCN98841luItT2gn42thjkF28eLFr0KCBSUJccskltvYvr17aG4qOEIEEAvQr6lDWqlXrWL+iMkQQl1Uox0TpxYYNGxoLpGcYbz777DNHGSdtIiACaSNAKESvXr1MoB2xZJIqn3rqKTP0gjjGpI1e8nv71tjjhXTkyBHzPiB5QAzN/fffb7MCzbSTbxD6RgRSI4AR88wzz7jcuXPbT/fu3R1GT9D6FTGLaOhh9BJPROxikyZNrPi6anKm1or0vQicSIBQBzT0MOxKlChh4uOEXfH71q1bAy/ndCKttP/mW2OPYGm8epRSIaizWrVqpm+l2Jm0NxIdIQIJBDDo5s6d68qWLWv9qkqVKiZhFKQsU8YQJpLoCZYrV85q3BImgqG3evVqLTMlNBb9KwIhEkB3cseOHVbujOx14vPIZh84cKCqYoTIMLXdfGns8UL66aefrHwKhZFpPF26dNHMILXWoO9FIAUC9CtCIPCQk4SQP39+99xzzwVKTgQGeO1effVVR1IK2f0Yem3atHF79+6Vgn8K7UdfiUBSBEi22Lx5s6lk4B2n/BlOGsSSqUCjLToEfGnskcVD0XGCO5kh1KtXzy1fvjxwy0zRaSI6iwj8TYCBF295Qr+65pprLI4GAygIGx49vA8vvvjiMWFXJpKPP/64Sa4oQzAIrUD3GE0CrAgsWrTINPQIhcDQYxUOHVzCRYIytkSTaXLn8p2xx4CMBAJaVyzfonP10ksvuaNHjybHQJ+LgAikQoB+tWfPHte8eXOLTStUqJBp7JGJGoSNl9KmTZtshQADL0uWLObZI9OfOKMgLWMH4XnrHmNPgFWCadOmHctiRxqN+NcZM2bY0i1jjrboEfCdsccSy+eff27FkfHqkSUnr170GozOFEwC9KtPP/3UEp2QFkG3kvi0IGxo6KEp2K5dO1egQAHT/EJD7/XXX7eanPLoBaEV6B6jRQAjjkki3rs6deqYXBGyaFS4QiyZEozy6EWL9r/n8ZWxRyOi3u3DDz9sM29iioYPH27xe//esv4nAiKQFgL0K2JqWrdubeUG8WyNHj3a9/2KFw5SD19//bXV0kYCAmmV8uXLuzFjxlipJr2U0tKStG/QCTAxIot97NixltxEjF6uXLlMjJwJlWTRYtdCfGXssVQ7btw4S8igfNMNN9zgvv32W80SYtd+dOYAECAGln7F5ImYGqpE0K/8vGHEcd8rV660KiG8lPBoXnXVVabqj7dPmwiIQOgEMPQOHDjghg4dapWs0NAjgbJjx45Wuz70M2nPcAj4ytijKHvbtm2tLBraeuPHjzd3cThgdIwIiMDfBOhXt99+u2WekoX78ccfmyHkZz4YerNmzXJXXHGFLdsyeUQsmTqdis/z85PXvcWKwO7du62aFZq3TBpZuqXyDnXqFZ8XK+r/ntc3xh4xAO+8844jcJxGdOONN9osQo3o34et/4lAWgnQr9577z2LVSNbrlmzZo5B28/9imUm4omQf8D7wNIt3ky8fEFJSElrO9H+IpASAZKYkD8rWLCg9SkE2YcNG2aGHhp72mJPwDfG3tq1ay1onBdS6dKl3ZQpU7T+H/v2o7/gcwLEq1HzFYMHVft58+b5WvuKjOPXXnvNXXnllbZsy8SRzH44yNDzeWPX7UWdAEu3GzZscPfee68ZeihklCpVyo0cOdJkjGToRR15sieMe2OP2Br0v5gl4NUj2JMlJzR6/Ox9SPaJ6gsRiAKBhH41YMAA8+ohHHzPPfeYoLAf+xVLs3gs+/XrZ0Yt8Xlk3iIgvWXLFk0co9CmdIpgEeC9/NVXX7m77rrLEVaFI6ZChQomlkzGrbLY07c9xL2xx8yATMEaNWqYrh5lnKZPn56+FPXXRMBnBDB+yGyvWrWq9SuWNPHq+TH7lDFk27ZtrmfPnpaEgmQTE8cnnnjCJo16Kfmscet2YkogIbkJyTMkmlgVSChZOnXqVF+vDMQUbIQnj3tjjxqVL7/8spVvInicmbgElCNsFTo88ARYsiR4GrkRvOVdu3b15TImhhyeuwcffNCq7RA4Tk3OwYMH+z4JJfCNXABiQoDJE8lNtWvXdpkyZbJkDKpYzZkzxymLPSbIQzppXBt7aGCtWbPGdK/IlsMLgfCrH5eZQnqa2kkEokAgoV8lJCggN4JQud/6FYYe2l4knSCtwouJWD00wBQGEoWGpFMEjgCGHhqULNfiIacqxq233mrLuWS4+3FlIF4eclwbe9SppBQajYqYoieffNLKrMQLfF2nCHiRAEkKePUwgPDs9enTx4RQvXit4V4THgYM2Ouuu85WBci6rVy5siV2HTx40HeGbbicdJwIhEIgIcZ34MCB5nwhPg8Nvfvuu8+tWrXKvOQy9EIhGbt94tbYI/iTGCJ0sFh6qVmzppVakQZW7BqLzux/AvSruXPnupIlS9qsnOUXMlH9EreGd5IlarQCKaXICylHjhxm9LH0RFk4vZT83851h9EjwDt37969jmQuyggSo0dN+s6dO5tYsqpiRI91JGeKS2OPwRghxt69e5s8Qvbs2d3zzz/vO+9DJA9Wx4pAWgnQr0hUID4vQd1+0KBBvvGWY7CioUcCV8WKFe2lxIoAlXaWLl2qeKK0NhjtH3gCCclNzz33nFWuSkhueuqpp1S9ymOtIy6NPZZgPvvsMxM9pXGx/IKWj1+8Dx5rI7qcgBBg4J45c6a75JJLzKtHgDXVM/wQq8c9sDz7wQcfWKYtsUR49O6++263evVqefMC0sZ1m9EjgEdv69atltzEpIkVNiRWSG7auXNn9P6QzhQVAnFp7BGr9/DDD5tXj8b15ptvKgM3Ks1BJwkyAVTu0dJL8OpRkYZsdz9s1OTES0mppsyZM5tX7/HHH3fcsyaJfnjCuof0JoCDhfGCUIisWbPa0u27777r9u/f74sJYnrzjPXfiztjj9kE8TZkCrJ8W61aNbd9+3YN2LFuKTq/rwnQrz788EOLuSExgxhYJlV8Hu8b98GyUkKpJpJOXnzxRTP08GZqEwERCJ0AkyNKBzZq1MgSuNDQI3Z+2rRpVqLUD2NG6DTiZ8+4MvZYimHgbtGihRl6xYsXdyNGjFCsTfy0N12pRwkQq9e0aVOrK12sWDGTT0CCJZ43wj3Q0OvUqZNVwyBwnFKKePhYZpLmVzw/XV17RhBAw5ZEpgYNGpgCBuUEmRh+8sknltwkL3lGPJXQ/mbcGHsEj5MpOG7cOFe4cGGLt0Gdm0Fb2XOhPWztJQKJCdB3MHqoVYmYMHFs6M7F+1IMml5kEbPMhCg0UhDly5d3Q4cOdZRq8kMcYuJnqd9FIFYEGCfQnqQCBrG8TJwYK3gHo4pBf9PmbQJxY+zxQsKrh0AjAzdB5G+88YYGbW+3L12dxwmw5IKuHnpzLN/i+SLuJl4nUFw3Lx5qct58880Wf8gyE9m3EydO1EvJ4+1Rl+c9AgmGHmLJCKxnyZLFxoo777zTLV68WHWjvffIkryiuDH2mI3j1aMkGoN3q1at7CWV5F3pQxEQgZAI/PTTT45EDOLYmES1a9fONLNCOtiDOxGDh6ehfv369lIiQxBPxIwZM/RS8uDz0iV5nwC6lK+++qo5WEhu4v3LOEGChuLzvP/8Eq4wLow9vHpr165111xzjUlCkJyB4aeGlvAY9a8IpJ0A/YoBG68XGbgEWRN7E69xNxh648ePt/vJli2bvZSaNGli3geVakp7+9ARwSZAqAOTQfRsieNljED94rHHHjM9TsSS43UFIIhPNi6MPdS50cciGJRZRZs2bWxJN4gPTPcsAtEiQFweoRD0KZZwUbwnVCLetoSX0vDhw125cuXMQ5k7d27T0KN2tgy9eHuiut6MJoAjZdeuXTYmEMvLGFG0aFFHOTQKGjBR1BZfBDxv7NGoiAuoW7euLctQqHzOnDlakomvdqar9RgBvGBUjSCT7pRTTjEjaf78+S7epEgYH0jSGjJkiMUb8lIqUKCA69ixo1u3bp28/x5rd7oc7xPAY4eY+gMPPODy5s1rtefx+rOUiy6lvHnef4ZJXaHnjT28eswmyPzB+9ClSxe3b9++pO5Fn4mACIRIgH5FiSO0KqlC8/TTT7vdu3eHeLQ3dsMwxcvQt29fE0s+/fTTrToGYslIruil5I3npKuIHwLILZHcRGUZqmIglnzppZe6UaNGxd34ED/U0+dKPW3ssTyzcOFCi9UjXoBMwSVLlsSd9yF9HqX+igiERoCYvEWLFrkaNWo4DKQSJUqYSGo8Lc2wzESppkcffdSSS8gQpDoGE8N4M1pDe2raSwRiS4D+n5DFjmOFsYF3LmLJJEhqi28Cnjb20PXp0aOHeR8IDOX/0vOJ7wanq894AtSIJT6PAZ3Ze//+/eOuLBqJJcTu4vGnzi1Lt0jG/PDDD5JjyvgmpiuIMwJMAAmXuvrqqy0+D+cK1akw/sjGlZc8zh5oEpfraWOP2LzKlSubgCP/UrBcGbhJPEV9JAIhEmDQZqZORjvCqNWrV7c4nHjx6hFPxDiAmCuGKvdAHO+nn35qoq/xmkkc4uPTbiIQdQJk3H700UfWj5BfIrSjcePGJkpOIQMJkEcdeYac0JPGHgM2bmNSvNHVIxsIrx7xBJphZEg70R/1AQEGbbx67du3t35FrVhqxBL7Fg/96siRI27u3LmmoUdmPl49NPSolc0LSy8lHzRS3UK6EiD+naoyyC8Ru0u1mbZt27ply5bZ+zZdL0Z/LKYEPGns4TbGq0csEUtNqPtv3LgxpiB0chHwOwG8YtOnT3clS5a0ftWwYUNLZPD6fWOIYqROmTLF1apVy2KJmASioTd79mxbZvL6Pej6RMBLBOhTZLGTYUumLTGvhEpRRxrPOWOFNn8R8Jyxh1ePRti6dWtbomGmQXzRpk2b3Pbt2/UjBmoDYbSBbdu2mTB506ZNTa8Sb/nrr78eF3pZePQmTZpk3gcqYmTKlMkkYyZPnmzGqsYFjYtqA2lrA99++61l4ONQIeaVCjpk5PO5QqX8ZeQl3I3njD0SMMi4ZZZBaZaEOrjEFulHDNQGwmsDBFuXL1/egq/JsqPGNBOoeNio6kFcHkYeP3ghyBKsUqWKxgSNi2oDYbQB+hOrZkye8ufP7/r162ehUwqFiIcRMbxr9Jyx9+OPP1ptS7KBGNgx+ND64QWlHzFQGwivDTB7px/Rp5jNT5gwIS5iclhuQk6FbFvEn/nhHrgX7kntIbz2IG7B5kb/YdKEht7IkSOV3BSe/RRXR3nO2CMrkDItyEEg7Ni8eXP9iIHaQJTaQKtWrSzzjlJp8ZCUwWiKzEqfPn3cXXfdpXYQpXagcVXvFcTHieFFYD1exoK4sq48drGeM/bgQ8wALyPU8VHC148YqA1E3gaIxyG2Kd50sxgPSNBARFntIPJ2IIZiSBvYs2dP3I0FHrOf4upyPGnsxRVBXawIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJiAjD0PPxxdmgiIgAiIgAiIgAhESkDGXqQEdbwIiIAIiIAIiIAIeJjA/wOg1zJUPrp9+gAAAABJRU5ErkJggg==[/img][br]Determine whether or not the pair of shapes is the same. Be sure to explain your reasoning.
[img]data:image/png;base64,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[/img][br][br]Determine whether or not the pair of shapes is the same. Be sure to explain your reasoning.
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[/img][br]Determine whether or not the pair of shapes is the same. Be sure to explain your reasoning.
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[/img][br]Determine whether or not the pair of shapes is the same. Be sure to explain your reasoning.
Which of these rectangles have the same area as Rectangle R but different perimeter?[br][br]
Which rectangles have the same perimeter as Rectangle R but different area?
Which have the same area and the same perimeter as Rectangle R?[br]
Use materials from the geometry tool kit to decide which rectangles are congruent. Mark congruent rectangles with the same color.
In square ABCD, points E, F, G, H are midpoints of their respective sides.
What fraction of square [math]ABCD[/math] is shaded? Explain your reasoning.
Close

Information: IM 8.1.11 Lesson: What Is The Same?