OGAP Fractions [NAME _____________________________ DATE ___________] MI1 Choose the answer that makes this statement true. 1 4 The product of x is … 3 5 1 a) greater than 3 1 b) less than 3 Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 1 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI2 Choose the answer that makes this statement true. 5 The product of 3 X is… 4 a) greater than 3 b) less than 3€ Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 2 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI3 5 Is the product of 16 x greater than 16 or less than 16? 8 Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 3 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI4 2 5 Stephanie and Paige are discussing the answer to 3 x . 7 9 2 Stephanie said that the answer is greater than 3 . 7 2 Paige said the answer is less than 3 . 7 Who is correct? Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 4 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI5 1 2 Is the product of 2 x 2 greater than 5 or less than 5? 2 5 Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 5 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI6 Choose the answer that makes this statement true. ! 5 The product of 1 x 2 is closest to… ! 6 5 a) 2 8 b) 5 c) 6 30 d) 24 Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 6 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI7 Choose the answer that makes this statement true. 2 5 The product of x is closest to… 5 8 a) 0 b) 1 c) 10 d) 40 Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 7 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI8 Choose the answer that makes this statement true. 3 The product of X 12 is closest to… 10 a) 1 b) 4 c) 10 d) 36 Explain your answer. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 8 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI9 Place each expression in the correct boX. �� � � � � � x x x � � � �� � � � � � Less than Equal to Greater than � � � Explain your answers. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 9 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI10 Place each expression in the correct boX. � � � x 12 12 x �� x � � � Less than 12 Equal to 12 Greater than 12 Explain your answers. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 10 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI11 Make each statement true using the greater than (>), less than (<), or equal to (=) sign. ! ! A) 476 x 476 x ! □ ! Explain your answer ! ! B) 476 x 476 x ! □ ! Explain your answer © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 11 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI12 Make each statement true using the greater than (>), less than (<), or equal to (=) sign. ! ! A) x 125 125 x ! □ ! Explain your answer ! ! B) 125 x 125 x ! □ ! Explain your answer © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 12 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI13 Determine whether each statement is true or false. Mark the appropriate boX in the table. Then, eXplain your reasoning. True False ! 1) 250 x is less than 250. ! Explain your reasoning. ! ! 2) 250 x is greater than 250 x . ! ! Explain your reasoning. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 13 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI14 Determine whether each statement is true or false. Mark the appropriate boX in the table. Then, eXplain your reasoning. True False ! 1) 325 x is less than 325. ! Explain your reasoning. ! ! 2) 325 x is greater than 325 x . ! ! Explain your reasoning. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 14 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI15 Select Yes or No to indicate whether each fraction can be placed in the box to make the statement below true. ! ! x ! □< ! Yes No Explain your answer 3 4 4 3 3 3 © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 15 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI16 Select Yes or No to indicate whether each fraction can be placed in the box to make the statement below true. ! ! x ! □< ! Yes No Explain your answer 9 4 4 9 9 9 © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 16 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI17 ! Anna has a tree in her yard. Joseph has a tree that is 1 times as tall as Anna’s ! ! tree. Helen has a tree that is as tall as Anna’s tree. ! Label each of the trees below to tell which tree belongs to which person. Explain your choices. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 17 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI18 Three friends each bought a box of chocolates. ! Hope’s box of chocolates is the length of June’s box of chocolates. Erika’s box of ! ! chocolates is 1 times the length of Hope’s box of chocolates. ! Label each box of chocolates with the owner’s name. Explain your choices. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 18 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI19 Place each expression in the correct boX. � � � � � � x x 2 x � � � � � � � � � Less than Equal to Greater than � � � Explain your answers. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 19 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI20 Place each expression in the correct boX. �� � � x 12 12 x 12 x � � � Less than 12 Equal to 12 Greater than 12 Explain your answers. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 20 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI21 Determine whether each statement is true or false. Mark the appropriate boX in the table. Then, eXplain your reasoning. True False ! ! 1) 250 x is greater than 250 x . ! ! Explain your reasoning. ! ! 2) 250 x is less than 125 x . ! ! Explain your reasoning. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 21 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) OGAP Fractions [NAME _____________________________ DATE ___________] MI22 Determine whether each statement is true or false. Mark the appropriate boX in the table. Then, eXplain your reasoning. True False ! ! 1) 325 x is less than 250 x . ! ! Explain your reasoning. ! ! 2) 325 x is greater than 370 x . ! ! Explain your reasoning. © 2013 Marge Petit, E. Hulbert, and R. Laird. A derivative product of the Vermont Mathematics Partnership Ongoing 22 Assessment Project funded by NSF (Award Number EHR-0227057) and the US DOE (S366A0200002)) .