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this selection would be most difficult to verify as a fact?","displaytext":"Q10 Which sentence from this selection would be most difficult to verify as a fact?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.621gVyjGQNg","slidetitle":"Q11 Based on the selection, the reader may best infer that new building materials -","displaytext":"Q11 Based on the selection, the reader may best infer that new building materials -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5p8PKssVrnm","slidetitle":"Q12 Which information about the selection would be best to include in a report about the popularity of spectator sports?","displaytext":"Q12 Which information about the selection would be best to include in a report about the popularity of spectator sports?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5VgRilkaliX","slidetitle":"Q13 The purpose of this selection is to -","displaytext":"Q13 The purpose of this selection is to -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5zz5R9gdMLu","slidetitle":"Tezuka story 3","displaytext":"Tezuka story 3","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5gNRODXUGHo","slidetitle":"Q14 The purpose of the first paragraph is to -","displaytext":"Q14 The purpose of the first paragraph is to -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5dVH0ohc6jm","slidetitle":"Q15 Which question is answered in paragraph 3?","displaytext":"Q15 Which question is answered in paragraph 3?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5szsZNCiCTB","slidetitle":"Q16 Paragraph 4 suggests that Osamu Tezuka -","displaytext":"Q16 Paragraph 4 suggests that Osamu Tezuka -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6lwdBhmrzn0","slidetitle":"Q17 Read this sentence from paragraph 5","displaytext":"Q17 Read this sentence from paragraph 5","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.62Z3XQoKpBR","slidetitle":"Q18 The author mainly develops the topic of this selection by -","displaytext":"Q18 The author mainly develops the topic of this selection by -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5tKY4TDVkxI","slidetitle":"Q19 Which information from the selection ","displaytext":"Q19 Which information from the selection ","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6056OJh4Tm2","slidetitle":"Dragon cafestory 4","displaytext":"Dragon cafestory 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5.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6CuE5Y6sdd3","slidetitle":"Q24 The character of Su-Jen is mainly revealed through her -","displaytext":"Q24 The character of Su-Jen is mainly revealed through her -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6CvCeIyRdLv","slidetitle":"Q25 Based on the selection, Su-Jen\u0027s father may best be described as-","displaytext":"Q25 Based on the selection, Su-Jen\u0027s father may best be described as-","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6VD8Suzcwi5","slidetitle":"Q26 Later chapters of this selection would most","displaytext":"Q26 Later chapters of this selection would most","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.642G6jPVpv6","slidetitle":"Q27 Which word carries a negative connotation in this sentence?","displaytext":"Q27 Which word carries a negative connotation in this sentence?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6jaC6nKudmQ","slidetitle":"Q28 As used in this sentence, the word meticulous means -","displaytext":"Q28 As used in this sentence, the word meticulous means -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.68CP14gqJfq","slidetitle":"Q29 Which fact from a magazine article would be best to include ","displaytext":"Q29 Which fact from a magazine article would be best to include ","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.63F2hS7xpgY","slidetitle":"Q30 The purpose of the figurative language in these sentences is to suggest that Ian -","displaytext":"Q30 The purpose of the figurative language in these sentences is to suggest that Ian 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3.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6Ur2ABEhVnq","slidetitle":"Q34 Which statement best expresses the main idea of paragraph 3?","displaytext":"Q34 Which statement best expresses the main idea of paragraph 3?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6TXkRMcXqHp","slidetitle":"Q35 In paragraph 6, the word salutary means -","displaytext":"Q35 In paragraph 6, the word salutary means -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5X8RNZAEBVW","slidetitle":"Q36 The organizational structure of paragraph 6 is best described as -\n","displaytext":"Q36 The organizational structure of paragraph 6 is best described as - ","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5w7gX9jQAsI","slidetitle":"Q37 Which section would most likely describe future ","displaytext":"Q37 Which section would most likely describe future ","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5ng7xJo5jVn","slidetitle":"Q38 How can the reader best tell that this is an expository selection?","displaytext":"Q38 How can the reader best tell that this is an expository selection?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6jOcjrXeOQu","slidetitle":"Q39 What is the author\u0027s most likely purpose for writing this selection?","displaytext":"Q39 What is the author\u0027s most likely purpose for writing this selection?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6bdUJbK19cs","slidetitle":"Classical carnival story 6","displaytext":"Classical carnival story 6","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6GDo7eGHkCD","slidetitle":"Q40 In this sentence from paragraph 1, the word polishing suggests -","displaytext":"Q40 In this sentence from paragraph 1, the word polishing suggests -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5zzdgWZlN1W","slidetitle":"Q41 Which set of statements provides the best summary of paragraphs 2-5?","displaytext":"Q41 Which set of statements provides the best summary of paragraphs 2-5?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5WYaANal9hR","slidetitle":"Q42 What does the word overt mean?","displaytext":"Q42 What does the word overt mean?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5uxrP24qsxD","slidetitle":"Q43 The word incomprehensible from paragraph 6 contains a root word that means to -","displaytext":"Q43 The word incomprehensible from paragraph 6 contains a root word that means to -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.68nCnj2qvTy","slidetitle":"Q44 Read this sentence from paragraph 10.","displaytext":"Q44 Read this sentence from paragraph 10.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6rRHum2oVH8","slidetitle":"Q45 Which literary device does Jake use in this sentence from paragraph 13?","displaytext":"Q45 Which literary device does Jake use in this sentence from paragraph 13?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5q7tfsso9ib","slidetitle":"Q46 Jake\u0027s dismay over having to review a Q46 KidsPop concert affects the selection by -","displaytext":"Q46 Jake\u0027s dismay over having to review a Q46 KidsPop concert affects the selection by -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.65ywDwn7aoC","slidetitle":"Q47 Jake uses extensive animal imagery in the selection to suggest the music\u0027s -","displaytext":"Q47 Jake uses extensive animal imagery in the selection to suggest the music\u0027s -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5jtjwyiWP40","slidetitle":"Q48 Which detail from the selection supports the concept that Jake is eager to do a good job reviewing the concert?","displaytext":"Q48 Which detail from the selection supports the concept that Jake is eager to do a good job reviewing the concert?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6OnfvekeF7j","slidetitle":"Q49 The selection is told from Jake\u0027s point of view in order to emphasize his -","displaytext":"Q49 The selection is told from Jake\u0027s point of view in order to emphasize his -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6dohVTvC5mS","slidetitle":"Computers story 7","displaytext":"Computers story 7","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.65neQ6p9FWW","slidetitle":"Q50 The author includes the illustration above to -","displaytext":"Q50 The author includes the illustration above to -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5XLNW4B20si","slidetitle":"Q51 The purpose of paragraph 2 is to -","displaytext":"Q51 The purpose of paragraph 2 is to -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6GXpanGWKrc","slidetitle":"Q52 The author uses the source in paragraph 5 to -","displaytext":"Q52 The author uses the source in paragraph 5 to -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5XNcYC70RMP","slidetitle":"Q53 The reader may conclude that computerized contact lenses will be most useful to people who -","displaytext":"Q53 The reader may conclude that computerized contact lenses will be most useful to people who -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6O8EMD417tZ","slidetitle":"Q54 Paragraph 8 suggests that in the future, computers will be embedded into contact lenses that -","displaytext":"Q54 Paragraph 8 suggests that in the future, computers will be embedded into contact lenses that -","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5d45y91MBsf","slidetitle":"Q55 The purpose of this selection is to -","displaytext":"Q55 The purpose of this selection is to -","expand":false,"type":"slide","links":null}]}]},"search":null},"resource_data":{"description":"","resources":null},"transcript_data":{"slidetranscripts":null},"glossary_data":{"terms":null},"presenters":null}