Assalamu alikum,
Every class has vocabulary for the week posted under the link in each grade's science class. It is at the top and say something like "
Quizlet Vocabulary Sets and Practice". It links the students to a site that I set up with the week's science vocabulary where students have 6 different activities to practice their vocabulary terms prior to vocab quizzes and tests. Each week I will be adding new sets.
What are we doing this week?
![](data:image/png;base64,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)
6th graders are working on dividing fractions and mixed numbers this week along with fraction operation word problems. In science, we are learning about all types of adaptations and interactions such as predation, competition and symbiosis.
![](data:image/png;base64,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)
7th graders are talking about ratios in terms of scale and will be using maps and map scales to determine distances between cities and certain destinations. They will also create scale drawings of the layout of their room, and creating a 3-D model of a buildings walls using a scaled blur print. In science, we are now in our new unit on chemical building blocks and are learning and the structure and characteristics of atoms. Look for lots of mini-projects interpreting and creating atomic models.
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hcXl6RIgqG4HoZYTbhUZGSpNZz5+omxiXy3bY2j6o5LEtubLbMyct3lcgCAIAAACp6PhXbiEXyiGghGRMX6F/V3NM7cbG6rqNQHJfj6zVcWzbWWpfMJOSzicXmpAo+59Rbc2euf6xW7OtNDt/rQO11pCqEHFVTiTJfrIrwHHelX9oZ9c5I54UPZ26+tv/m2cFPx9tuTqlvTqm/Uhfe680+e/vGa198+O9wi+vezFMC4zGB8UhD4aHKXDi3640P662uKTYndYd5wynK/m8fFJcXwXBjWJS+Yy+Pzl6XSfP92cZeRhhLHMrd2bHiyOGOqamOqamqsVH/xMQFZ43D4X52J/TXkoVERCG0w+4mHAqu12yxYsf6esuy8uobOhtbe4vTM1K4rGQmYQeLVGxOqg/16a2UHz+jOfXWXLPIt45r1GlPmUfz2EYF9GkvxjVv00+DzP4hMv9PMe/r5ry5orjpcCe1Mw06RuFvO/jlF4O5MWp/215Haqc9pS0vS6mZqdkerL1maT41qgbBvOhQeCbwpWDqmlte/eOXL1/7KNLDxc0QzcYiLQxxSYUFENyOqangtDQAAPwjxAsSBgqFIhQKdUgWAAAU4lGqCzuvPRHlZaS9xYDZRseJGYQcX69sL9cMN16KpUnmBmKx0KEqKrDSn98sFinrqtszEjvTE/pqi/vba/t76g/MTR+YPgcVw6B62MD+zoHC5AuDe49V73zEVMjp76wZevhg8MZcv9BiONyj1sqw2JzU1T3QVlVfYjsfEDI3EFN4lgMPHrRfmoLItlRXdR0YivRw8Wcby6T5Ixdn0yPDrfCPzsJ7s0fdxDgE1/nxPoURhaa9mnia8z43spBwyCe2Hc1xSAciegHfaFvzdDdHmVicHxKcwmVJ7C0lloyiuLDGjvo2RXttesz8+sLDts7HoTnCp9Ga3GFH2ZexHSozDuzv1DZVZ02/oqk7xq/DjlLPNSo2f5QSlLvbzWfTPFbP5SnIVUv2VKhBsCAjUcwgJLCoA6dembxzr7y8HBphiijY25oz//szNsqoLO+Ymmo5d26DldXyUTw3shiMgX+EmMvjIwCA9GRwgPgmePCgkiO01RhEM0jxEJTm7CjN2bE7JSXVjgM5UVFmYuvxQ52jw401uys22xebk2oSRG2K9jZFe/frp7tfP917eQr6t6E0vyZBBFl9YWZdXtIzNiwq4kVqECxrrRMzCAkbaf3f3G+5MClmEKJM8DskydCise/Yy74MkpCMcSah4cE3lskDnB3cnB2LBgeLBgfXgOwCIQHACL2Qrx0BtaBevplssIWKbR8cU2pm2lUjzV0DzV0DxekZEnvLwuSoPZ1NPZenuibGGmt2V0UFzvtyVCCMu03RXpeXVJMgKnWzWgy0KsxbcW1239VZ5Vd/UYNg3dFD0PeXnxQFJQlR1qzh8xfhcgeUJ0BkXW1t2FhkgLNDqKcrG4s0QAKLfRaHwzU2Ni4ZanVFFuZLXNSWYIVH8khPhAhoosuMiS3Myq2QV7arRpSamfqGzhQuC3KxnclRe1Q9PVdne67Odr5+urGjvjxBJLemL+meOzc+sl0OZn13Podq7S0XJvOiQ5OtN2jveEaZ4HuGRyCmIxdn43w9ocHwiGg2FpkoyW45OO7n6QUNm4hauCv+7B023ZKFhUci6FrzG2TWBBSPhPZctPXrS8FItgTuPfbavhMX9tQ2F6dn5Ph6JXFMHs3mPvyCjMTK7raWC5NNmomWC5Mle8plRTvyokNhdik8y/ykqJ5PPoawqkGwZE/Fgo3kLEfLLD93mTT/3N2/v/nl16Oz1+EBcPFIqOpUv39UqZmR1bTbMuhG6IVkXX2DnlHbXSWykNAIgIxeorNmEw7lQETzDTHajuxDJ0Z6uScGBezKyi3Kzqtv7a0tryuIjkwwo2gDSthIk6bEVHa3tV+a6v3icxilGgQHv/9X5zuzter+HFHAAqyRdHzQRvrw8PD41ZsDp145MKSGHDbcZmMIlw0PzNORBxVoQkNEhCc7OZKSkuxdXEVJWfAjC5KEVSULC4MAyGiE6VLNS5Y4lCMR7bZovx2ur29lGYfQsJBtp+MiTPARJvgok4XtDXEmBOipCBP8djoeOj6IZuBPxW4mGwjJmNxg39zoiEgvd+339yJjgl0ctceTKMlWamaKG3vwBkuUvmoGRuEMVygUMplMDocDIV4bsrBQCICIQtAwT8x1kFngUDYElAsJ7bGIckVKXF22BP430Nw0LtA/xtc7LyMnxtc70svdbwN1yS9GSMaEOdnl5+6s7VBBzqjdKKWoKnV93MmgbWVtKqVmRlrfvbiuKO8afFq9Zo3JaguDAEgohDEGwVp0btY0Iw8rjgMRzSeh3QzRkMctpgYFkLhA/7yMnKrmnuLS2pKqptoOFWwtB8bg1qmeE+fjAv3hioHAELMJj1qMlY1FCgUC6CXS+u4FY06QlraMaJas5L5AZLWFQyKoTwkX7Mcdj1Z4pA0B5UBEOxDRAkPMs81/Eysx+KUtPLviyqaypp7EuAQenWyFR8LLrWdYYo7s0ZcxcXHBOEVJWUrNzJJbvy8oWVhoBEBEIahoBAPz8wiecDSbTVZkwnz4NsKH+vvYMqgrehM2FknBYTvHzkONNq6+QQuG5xkUptTMyLuWWEG86GQXyAAJEFEIMhphgkEu2b07nzWTCUKbTSvlyMYiNxggTTBIGhphhEbgkIjg2BSlZqZBPW66VHs6RFbWolz81DojCwnu5gQAAIUAsEgEDokwQiOM0I+gL9MgfBBBLBKxYCmAJ5IksmpoT+xpDTUQWe3cC9a6IWvKMl/NrkIujy9rUfpHiJ/d5wHF2SWb0dcN2dUUjcFc5rcIdZSup9xAdzJmMIwZDPhfeFrn2DhA7mnKMl9+P1KDenzJIAv8DskCAGDBnfdHGKJPaCQ0R9EYzCXj5mLZCzyVmpnYbNmSz64N2YCAgAWXlq1HQd3a9gLPJZ/9vfgsn8+XSqVwRsHl8bWT08zMzOU0Z2jLJzTyaVkBpN8LWeDJq3gxGAMujw/PPCv9AT0j2YK1LslyOJywsCX6glZBeCIpNlum1MxIZNXPPnJdkl0s7bWDjmREoQXHprSMaJaDFfjNkNWRWJZc+OoGuEj2tGRggV4ssu2ujO/krnVOxms4BhqD6R8hhtoRF1huVdvy14EvFtl/7/UHvyj4sc1vlT8XTyTZCzxjs2U1A6MwR+h6almLMiIt3z9CvNJrcV4sshe2WvzUG3Q2WOc3PeDYOHB5j66SblCPQyhrBkaha6V/ZU8ypNUmS6FQVvmGRVCCBd02AfpDlJS1wH6BS/6sVpssk8l8WovZs2VnZ7e4gwqDMdAum9IYTGl9N7wEsBd42gs8jSg0CKgpy5zGYEpk1bIWpURWrevLGF+saPAMUSiUxfk8nkjyjxDDswrkns/2PpYld8lbUz33+9esG7LLlxGFBsOFyiuipKzVvy7/RSfL5/NXesOt4NgUeJPVlGUOkV39e9O86GSXI1OWeURavk9o5M/O6RQKRaFQ2NnZrcKodE4Wh8NJpdJnH8NkMlfthFdN68lnl9w9fWG1nsgu3u5vbGxci4EsS+uJ7PqSnqyupCerK+nJ6kprTHb174lKwSB/2hsA7g/ZwsDr9IN+dz67hYEH35KAN3MOe67sfrIr1e+OLAAAb241vxlltdI7SK5Uv0eyq6PnQ7bUjvJ9m9/tPJ6N0XOoxv829HzI4pCIP5V6/XQl7bsyd13/ytaL9NFAV9KT1ZX0ZHUlPVldSU9WV9KT1ZVeCLLlPOP/K3X7e6JNtQ15TQagC70QZCkEzPdTKT8e3f6nRBsOHr0mY3jueiHI/ialJ6sr6cnqSnqyupKerK6kJ6sr6cnqSnqyupKerK6kJ6sr6cnqSnqyupKerK6kJ6srPUFWr+cuPVld6f8B5WxD5YGI2sMAAAAASUVORK5CYII=)
8th graders moving into a new math unit on the "shapes of numbers" learning how to find the square root of whole numbers and relating the square root as the length of a number as represented by an area. In science, they are getting an idea of how big the universe is and how stars are grouped around the universe and where we are located on our galaxy.
Jazak Allah Khayr,
Sister Patti Picard
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