How many meters of ribbon were available for making wreaths? Explain your reasoning.
How many wreaths could Diego make with the available ribbon? Explain your reasoning.
The Amazon rainforest covered 6.42 million square kilometers in 1994. In 2014, it covered only [math]\frac{50}{59}[/math] as much. Which is closest to the area of the Amazon forest in 2014?
[i]Explain [/i]how you know without calculating the exact area.
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UN5GIAkSZYF4EO07FQ15IvTyK8ODMA50ccQOPZbeLTtaHk0y7ozAfjWOeBuDCb7IX7xvwev5sCRZD9ewRiAmaTjSeAodrgU38ugD27ze2tf4ted7vfjwNY18GgOuHNfxZ4vf8SkvkQfYZVjAK4KDMDZhAfbsG9TDnbUvYOtswbgDG7U52BbycaEANSnfsTZHTnw1r2HKgYgqYQHcWXvehS8/h7qvCkCsPy/4fbEBCZsy1TIlm7j7ahzOVFzvhePJyYwca8DDYUObDt/B8zAhWMArgoMwNQe4vLb29AUGIP+yI+qWQJw+voH8OxsRqB5e1wAhtB1bBv2+vsxbR5zBiAlM9xajcpjATzRjTYt2fdypLUC7t3tmEixnYHzG+GuacNT22t6z3FscH2Im6GM77Y4qyAAdTwJfIY9kS4CLQfe6oO40j+T5HcbEJjqR8u+V1GgOeB2rUH5Pj9+mQnjbls9yvOccGsOFBRW4WzPTOzb62MInKm11vHkbbF1RYRwo97YN09j0LoyGzi/0ezWcKKpK7KhPpxeZ6y7/3oo6bbdufnYdagNv9h34ZEfVZoD7vJm3A8P4or5GSqaHyiOTRh3myuMY+KqQMvQ/K8XV08A2swWgOPtqHNtx6UhHcP++AC0YwDSXKgDMPX5BQCjuFzpQE3raNzrXWhy2dsUSteKD8Cn375nhFnCko8jwZm433WiINeZsK4nN8cMT9vieg8dk5F3GcfV3bZwqq6CN9dYz3usCyEAE+3vGD/3nsMAgMjJG9ne1vN3jE3dOYetmgNu7R1cnTS23VGXk/RZgLvQB+sjRAJQewt1u6OfwTgW8cdGx31/NPwuDYbTqIXEADTqXNX8ADpma6AYgDQX6gDsPbV2lgBUnWPqbdL8ZG0Aplqswus9OGneTXkbA8bdmD6Fzt+tNdYt+QK/ArAHRDRUZnCjPhIkTuzvmIIOIPzjUWww142ceHrPcfO1zbhwx7iT0oearUC6Mg5bQJmNa+g69msOeBp98GkOq6tjpLXCeM+dfgzHbDsfRwLGPuhTncYADM2BbRfvGjthbd8Bt2s9fP+jD4MTE/i/UyHEB+B00AdvwkXA/EkLwOHWChRU+nHfvFlmANLCqcMq2OiAJ2+NdQHvyduCPWc68di6XmUALraVHYBDzajQHHBrG3Hhjm0zXUfNO7oKXB4F7AFh3YnBbOAiXaNWD2F03ciJd7+5LO7uDgAe4FK5fb07uOA1/l3XPmntQ137r7i6O/Ie0a7SyH4k3zbQdcwM58pWjAAxAVjbNh533KL77Gv2o8ZlhHqN/8GCHpSLCsBHrajJje0qZgDSwqUIq/ALY+DLizDCLybweOAKfJuc8OxuN5/5MQAXW9YG4Jy6QK1hxHENWvzdmKL7NBqAPgSTvE/kxAs2pg7kunajr7T3lHHn6TnWZT7/M4I5+t9daHI54NbW4nRf3LbNO8KEfYu8bgvAxC+E7Q7XWhiASSULQP0BWipzEo4XA5AWbp5hdecctloX7kZ7wQBcPCs7ANO4A0wnAK27tHVv4OM/HMPxuOUvPxgBqAd9xvvuPIcL9Q64XUfRZXt9/8UvUKM54Hb5ENTjtj2PO8CUAej6LZpOfWB1q57uSz8CxQSgvXtZsaiOOQOQUptnWOkB+KwL5FSDYBzwBTgRYqFWdgDaRlTO9RlgOgFoPadLMpoy/OIFrC5787mf27UdVeXR536YbEed5kDFzu1GQNZfhzWCue/kvJ8BpgpA4/PNINiYnziQZp7EBKAewlTcXKyJiQncvlAG94FrmJiYwD8SxhExAGku5heARlsTGSAH/Hpxc/JpELZ1KH0rPABhG/ARvyQbBZpeAMYEipYDb3ERSouLUJLnjPvdSfN5X/zzxujzQXuXaeK245ako0DnEoAAZoI4Uhi5OAhies41iBITgArsAqWFUwVgN/yH/PiPgRHrgmvw+y+wt9CJkjN90a74mQB86xInwntP9XEifAas+AAEdEze9uNAeb45msqcB3h7ynaCLDQAAehT+LntIHYVRqcsFBSWYU/Td8mf3cXM/dMR+F0k2JI0vvoUfvbXoyKybXMe4M9TtlN8vgEI+8WBE/uvz/82kAHIAKSFUgXgMwTP1Ea/85oTr2yqwqedI4jvbNDHAvj0zcifQsvHrhMBPGH6ZUSWBSBlE9ZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJwgAkJdZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJwgAkJdZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJwgAkJdZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJwgAkJdZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJwgAkJdZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJwgAkJdZQHgYgScIAJCXWUB4GIEnCACQl1lAeBiBJsqgByGVlLy9fvuTChQuXVb0sWgDSysYaypNug0C0EjEASYk1lIcBSJIwAEmJNZSHAUiSMABJiTWUhwFIkjAASYk1lIcBSJIwAEmJNZSHAUiSMABJiTWUhwFIkjAASYk1lIcBSJIwAEmJNZSHAUiSMABJiTWUhwFIkjAASYk1lIcBSJIwAEmJNZSHAUiSMABJiTWUhwFIkjAASYk1lIcBSJIwAEmJNZSHAUiSMABJiTWUhwFIkjAASYk1lIcBSJIwAEmJNZSHAUiSMABJiTWUhwFIkjAASYk1lIcBSJIwAEmJNZSHAUiSrO4ADPrg1hwplyPBZd7H8CBa3s4x9menH8PLvDt2WVHDRTODX/z1KM9zGsc+Nx+7TnTicdj88SM/qlKcN1X+h8u694uFAZhJOp4EjmKHS3W+6HgSaMKuQuP778l7A4c7BhGOW2u6348DW9fAozngzn0Ve778EZP6Uuz/6scAzGgAjqNjXxFK3/8GI3NYWx+7Dt8mZ3R/GIBLZti/He7CD3Ht3guEoSP0tBcXKp3wfHQTIQDQQ5iamMBE/DL+72j8jRMNN0PL/REWBQMwQ8KDuLJ3PQpefw913uQBqPedhFfLR0PHPUxMTOBx7znUuJzYf30mutJ4O+pcTtSc78XjiQlM3OtAQ6ED287fATNw4VZ3ANpZV/Tb0fJokd5jvA21cwyy6f5zqHE54NZyUJDLAFxaD9Gy04GK5gcxr+qBBrg1H1JdE01f/wCedcfRvUpbHwZgZgy3VqPyWABPdONcSwzAEG7UO7Dhk56YIHva9hbcJV/gV/PfA+c3wl3Thqe2dfSe49jg+hCr9BpsSTEAI/QxBM7UWl1inrwtCV0N0/1+HCjPR4F5x1ZQWIY9Te0YCBk/22e/m0t5h6njvr8CHi0fe9sfINDIAFxaIdz8yJm88UlZg7v4qsSBbRfvLv4uLhMGYKapArALTS4nmrriXh5tRY1WgcujADCKy5UO1LSOzu13ad4YgACAcVzdbXsWVF0Fr3lX5j3WZXSJTX6Lva5I8BWhtHg9XnE5rKu17j8VoSTyPMm1BiXFRSgtLsLn3aodmsHjEaOrI8gAXHL6kB81rhxUnujE41AIQx0NKMmtQMuQ+tZOwpU3AzDTFAH4yI+qpG1REEesC2f7f89hmzRvDECYDZvmgFvbjAt3jAZQH2o2138LV8Zhe55Yhq8HzUYy/AKPn0f764f929MKMgbg8tCf/hXvRu7Wf/NPuHwvfviBXfK7xtWGAZhpDMBsxgAEcL+5zGgEvecwYL36AJfKbd2YtjtAt2sN3j7Uhp+exzaYDMCVQx9qRW1uDmrPfo/BkV5cObQNBa71aArOJP+Fu19gm7YZX63e3k8ADMDMYwBmMwYgbAGkWOraJwEke86Xg8ozPZg2t8MAXCmMZ3lVzQ9sd3M6JjsbsMH1Hjom49fX0f3J2oTBCKsRAzDTFGE12oqaWQOwC00uBuBiYgDCdge47g18/IdjOB63/OUHe4sYxrPeNhzeYc7ds90VMABXiDldfduEbqLBtXqnPtgxADMtnUEwZbg0BKQeBOOAL7CaO+OXBgMQtmeArsRBEOEXL4yJqc8G8Xd7l2e4Ex/HjfS0AtAaJq8jHJ79JGUALrHRVtRoG3HhTtzroevYr63F6b7Yl4f92+EuOYcBAe0NAzDT1NMglCOR151Er/nvXy9uTj4NQnsHVxN6Kmi+GIAAgBkEG/Otbk2vOYLTGNVpzgszB8F48tajtLgIpeZfb3DbRwX2nTQH08zvL4YwAJeaMerXU/lHfG+bCN9Slw9PpR/37S2S3oOT6xyobRtftr1dSgzATFN3VxoD7RInwte12861mQB86xInwntP9a3qwVhLhQEYoU/h57aD1p8lis7z+84IpUff4XC1OfUhMtWh+iCuDdoHwsyg+0x0CoUnbwt+f2v2yzQG4DIIj6DzRFV06kpuPnYdasMvcWNgQjc/hGeVT32wYwBmWurnddP9fhx4LcdqLw74+60xBRH6WACfvhn5U2j52HUigCdMv4yQE4A0b6yhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECShAFISqyhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECShAFISqyhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECShAFISqyhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECShAFISqyhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECShAFISqyhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECShAFISqyhPAxAkoQBSEqsoTwMQJKEAUhKrKE8DECSZFEDkMvKXl6+fMmFCxcuq3pZtACklY01lCfdBoFoJWIAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkWd0BGPTBrTlSLkeCy7Rv4RF0nqlFRWGOsS+uNSh/97/jxyl9mXYoUVbUcNHM4Bd/PcrznMbxz83HrhOdeBxOXFMfC6DpdSfcO/0YXvodXVIMwEzS8SRwFDtcDlT5Hyp+3oRdZhvgyXsDhzsGEX8KTvf7cWDrGng0B9y5r2LPlz9iMnuaiRWNAZjRABxHx74ilL7/DUZSrfb/uvHHTc7k+1R4FF2hTO5T+rKihotk2L8d7sIPce3eC4ShI/S0FxcqnfB8dBPRwx/G3bb3UZL7W+zdvZEBSHMXHsSVvetR8Pp7qPMmD0C97yS8Wj4aOu5hYmICj3vPocblxP7rM9GVxttR53Ki5nwvHk9MYOJeBxoKHdh2/g6YgQu3ugPQ7pEfVZoDbm07Wh4t0nuMt6FWc8yhodRx31+BgteP4trAc6MB/j9fmvvnwP7r2ZGAWVfDjHmIlp0OVDQ/iHlVDzTArflgXRM9akXtjqMIjOlGYDIAaY6GW6tReSyAJ7pxriUGYAg36h3Y8ElPTJA9bXsL7pIv8Kv574HzG+GuacNT2zp6z3FscH2Im9nRTKxoDMAIfQyBM7VWl5gnb0tCV8N0vx8HyvNRYAZVQWEZ9jS1YyBk/Gxfkrs69R2mDj3mEi6II+bv1LSOZuxjL0TW1TBjQrj5kTN546MIOQYgpUcVgF1ocjnR1BX38mgrarQKXB4FgFFcrkzWHih+l+aNAQgAGMfV3bZnQdVV8OYaYeQ91mV0iU1+i72uSPAVobR4PV5xOayrte4/FaEk8jzJtQYlxUUoLS7C593z3b+1ON2Xwc+9AFlXwwzSh/yoceWg8kQnHodCGOpoQEluBVqGkncsMQApPYoAfORHVdK2yLgQNi6c7f89h23SvDEAYXYpaA64tc24cMdoAPWhZnP9t3BlHLbniWX4etBsJOGRPccAAAqpSURBVMMv8Ph5tL9+2L/dWGe+DaX+AC2V5p1nZWvWNLJZV8MM05/+Fe9G7tZ/80+4fC/JCBgTA5DSwwDMZgxAAPeby4xG0HsOA9arD3Cp3NaNabsDdLvW4O1DbfjpeWyDmV4AziDYmG9uV30HshyyroYZpA+1ojY3B7Vnv8fgSC+uHNqGAtd6NAVnkq7PAKT0MACzGQMQQLAx9UjRuvZJAMme8+Wg8kwPps3tzD8AjcEwniwMPyALa5gxd/FViQNVzQ9szwB1THY2YIPrPXRMJv4GA5DSowir0VbUzBqAXWhyMQAXEwMQtjvAdW/g4z8cw/G45S8/2FvEMJ71tuHwDnP+nrYZX901fjK/AIwNv0uD6u635ZJ1NcyUOV19x2IAUnrSGQRThktDQOpBMA74Atl1wbwSMQBhewaY5C4s/OKFMTH12SD+bu/yDHfi47iRnlYArjuObh0AdITDyU5SHU+ufwhvFocfkIU1zJTRVtRoG3HhTtzroevYrxiExACk9KinQShHIq87iV7z379e3Jx8GoT2Dq4m6amg+WEAAoh5DqflwGuO4DRGdZrzwsxBMJ689SgtLkKp9RdcbPNx+k6ag2miS9JuitFW1KSaoJ8lDW3W1TBjjFG/nso/4nvbRPiWunx4Kv24n+SahQFI6VF3VxoD7RInwte1j0dXmgnAty5xIrz3VB8nwmcAAzBCn8LPbQetP0sUnef3ndHoPfoOh6vNqQ+RqQ7VB3Et5u5tBt1nolMoPHlb8PtbSS7TrH1hAC6b8Ag6T1RFp67k5mPXoTb8knwMDAOQ0pT6ed10vx8HXsux2osD/n5rTEGEPhbAp29G/hRaPnadCOAJ0y8j5AQgzRtrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJFnUAOSyspeXL19y4cKFy6peFi0AaWVjDeVJt0EgWokYgKTEGsrDACRJGICkxBrKwwAkSRiApMQaysMAJEkYgKTEGsrDACRJGICkxBrKwwAkSRiApMQaysMAJEkYgKTEGsrDACRJGICkxBrKwwAkSRiApMQaysMAJEkYgKTEGsrDACRJGICkxBrKwwAkSRiApMQaysMAJEkYgKTEGsrDACRJGICkxBrKwwAkSRiApMQaysMAJEkYgKTEGsrDACRJGICkxBrKwwAkSRiApMQaysMAJEkYgKTEGsrDACRJGICkxBrKwwAkSVZ3AAZ9cGuOlMuR4HLsmI7J22048W4ZvLnmvuTmo+LdzxAY05djh5LKihoumhn84q9HeZ4Tbs2BgsIqfBoYQ7Kjr48F0PS6E+6dfgwv+X4uLQZgJul4EjiKHS4HqvwPFT9vwq7CHLg1Bzx5b+BwxyDCcWtN9/txYOsaeDQH3LmvYs+XP2Iye5qJFY0BmNEAHEfHviKUvv8NRlKtFupCU6FinwqPoiuUyX1KX1bUcFHo6D2VD3fhh/hfAyOYmJjA494vUJubjyPBGdt6Ydxtex8lub/F3t0bGYA0d+FBXNm7HgWvv4c6b/IA1PtOwqvlo6HjnnkOnkONy4n9123n4Hg76lxO1JzvxeOJCUzc60BDoQPbzt9JerFG87O6A9DukR9VmgNubTtaHi3Se4y3oVZzzKmhDHVdxNmOATwLA4COyb+dwLZlvStNlHU1zBQ9iCOutTjZE9uEhII+bCj5Ar9GXnjUitodRxEY0zHs384ApDkbbq1G5bEAnugP0bIzWQCGcKPegQ2f9MQE2dO2t+C2nYMD5zfCXdOGp7Z19J7j2OD6EDez5EJ5JWMARuhjCJyptbrEPHlbEroapvv9OFCejwIzqAoKy7CnqR0DIeNn+zY507/D1APwaQ64tbU43ZeJD7xwWVfDTHnkR1Wy80APwKc4PxiAlB5VAHahyeVEU1fcy6OtqNEqcHkUAEZxudKBmtbRuf0uzRsDEAAwjqu7ndazuF3VVdazOe+xLoQAYPJb7HVFgq8IpcXr8YrLYV2tdf+pCCVmeLpda1BSXITS4iJ83j2HfQs/x0/nK+DRHPBU+nE/S/o2sq6GmTLZjjptIy7ciXvdvINPdtHCAKT0KAJQdRGGII5Y56D9v+ewTZo3BiDMLgXNAbe2GRfuGOmjDzWb67+FK+OwPU8sw9eDZkKFX+Dx82h//bB/u7HOHBtKa33NAbf2X1D5SScexz8BX0ZZV8OMMS54PJXn8NPTEHSE8Y97nWjakQMPA3C5d2GVYQBmMwYggPvNZUYIec9hwHr1AS6V27oxbXeAbtcavH2oDT89j02r+QbgyDd7UFpsu3PUclC2r513gEshPIgr+7YYd/FaDrzVTeh8eAM+LXnXEgOQ0sMAzGYMQADBxtQjRevaJwEke86Xg8ozPZg2tzPfALQLDzajxgzYbRfvLvjjZkLW1XCxDTWjwnr+EosBSOlRhNVoK2pmDcAuNLkYgIuJAQjbHeC6N/DxH47heNzylx8mbWuH8ay3DYd35JghuBlfmXm1kACMnNRuzQF3Y3YMA826Gi6yp21vxfUCRDEAKT3pDIIpw6UhIPUgGAd8gSzpKlrBGICwPQN0VaBlKPakCr94YUxMfTaIv9u7PMOd+DhupKcVgOuOo1sHAB3hcJKTdLIPN76/h39Ym9Mxeftzc/94B7gsZoI4Uqi+qmYAUnrU0yBufuRMPg1i3Un0mv/+9eLm5NMgtHdw1X5dTmlhAAIAZhBszLe6Nb3mCE7j2ZwPRne8z5wesR6lxUUoNf96g9s+H6fvpDmYJrokbVCtfUk2Ed6HmLnYyyjraphJ4ReYeBE2BjINdKDpdWfKEbgMQEqPurvSGGiXOBG+rn08utJMAL51iRPhvaf6OBE+AxiAEfoUfm47aP1Zoug8v++MRu/RdzhcbU59iEx1qD6Ia4P2gTAz6D4TnULhyduC399KcpkWuoOrh6qiIWoG665Dbfh5KntO66yrYSZ1HTX+tJT5Z9AOt91O+eelGICUntTP66b7/TjwWo7VXhzw91tjCiL0sQA+fTPyp9DysetEAE+yp5lY0eQEIM0baygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRhAJISaygPA5AkYQCSEmsoDwOQJGEAkhJrKA8DkCRZ1ADksrKXly9fcuHChcuqXhYlAImIiFYjBiAREYnEACQiIpEYgEREJBIDkIiIRGIAEhGRSAxAIiISiQFIREQiMQCJiEgkBiAREYn0/wHTXSrQJ157AAAAAABJRU5ErkJggg==[/img][br]Does Jada have 90% of the total possible points [i]before[/i] the final test? Explain how you know.
Jada thinks that if she gets at least 92 out of 100 on the final test, she will get an A in the class. Do you agree? Explain.[br]
[math]0.106-0.0315[/math]
[math]3.572-2.6014[/math]
[math]13.25\div0.4[/math]
[math]170.28\div0.08[/math]