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today about James Beckwourth comes from —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5ycgS1gU5XT","slidetitle":"Q2.9 The author presents the events of Beckwourth’s life using specific historical dates and names in order to —","displaytext":"Q2.9 The author presents the events of Beckwourth’s life using specific historical dates and names in order to —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6QdF0DhW9dT","slidetitle":"Q2.10 Which best expresses the main idea of this selection?","displaytext":"Q2.10 Which best expresses the main idea of this selection?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5c3bNlZCh4R","slidetitle":"Nineteen","displaytext":"Nineteen","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5x5slo56rCV","slidetitle":"Q3.1 In paragraphs 3 and 4, why does the porter look at Elizabeth “as if she were speaking a foreign language”?","displaytext":"Q3.1 In paragraphs 3 and 4, why does the porter look at Elizabeth “as if she were speaking a foreign language”?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6BacHL6NqRb","slidetitle":"Q3.2 Which of these questions is answered in paragraph 8?","displaytext":"Q3.2 Which of these questions is answered in paragraph 8?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6ofUa2Ng2mh","slidetitle":"Q3.3 In paragraph 9, the word culmination means —","displaytext":"Q3.3 In paragraph 9, the word culmination means —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6QLhd8TWFqA","slidetitle":"Q3.4 The main purpose of paragraph 9 is to —","displaytext":"Q3.4 The main purpose of paragraph 9 is to —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5VbrmW4s7Xc","slidetitle":"Q3.5 The description of the city in paragraph 10 —","displaytext":"Q3.5 The description of the city in paragraph 10 —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6c2qXlhN8w2","slidetitle":"Q3.6 What conclusion may best be drawn from the description of the city in paragraph 10?","displaytext":"Q3.6 What conclusion may best be drawn from the description of the city in paragraph 10?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6l8aZbQooxD","slidetitle":"Q3.7 Read the sentence from paragraph 11.","displaytext":"Q3.7 Read the sentence from paragraph 11.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5cSJlZREMs9","slidetitle":"Q3.8 Read the sentence from paragraph 12.","displaytext":"Q3.8 Read the sentence from paragraph 12.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6hjSYlzVju4","slidetitle":"Q3.9 Read the sentence from paragraph 19.","displaytext":"Q3.9 Read the sentence from paragraph 19.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.68wNUEMqqzo","slidetitle":"Q3.10 Which sentence most clearly places the selection in historical context?","displaytext":"Q3.10 Which sentence most clearly places the selection in historical context?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6r3BZDiTX8m","slidetitle":"Q3.11 Which book would be most useful in learning more about women gaining the right to vote in America?","displaytext":"Q3.11 Which book would be most useful in learning more about women gaining the right to vote in America?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5kFmiqE9jd5","slidetitle":"Q3.12 Which sentence provides the best example of vivid imagery?","displaytext":"Q3.12 Which sentence provides the best example of vivid imagery?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5c8oZfTsyE2","slidetitle":"Q3.13 The author provides evidence that suggests Elizabeth —","displaytext":"Q3.13 The author provides evidence that suggests Elizabeth —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5x3crwoHkp5","slidetitle":"Q3.14 The overall tone of this selection can best be described as —","displaytext":"Q3.14 The overall tone of this selection can best be described as —","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5eX2K9CHPYJ","slidetitle":"Q46 Which would be the best source of information about ancient Roman architectural style?","displaytext":"Q46 Which would be the best source of information about ancient Roman architectural style?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6RpqERbigjd","slidetitle":"Q47 Which would be the best keywords to use to find more information about the early days of filmmaking?","displaytext":"Q47 Which would be the best keywords to use to find more information about the early days of filmmaking?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5thOb1sWnxJ","slidetitle":"Q48- Read these results from an online search.","displaytext":"Q48- Read these results from an online search.","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.6GF8E2viqej","slidetitle":"Q49 Which of these sentences expresses an opinion?","displaytext":"Q49 Which of these sentences expresses an opinion?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.66sroem6Mvo.5gjyNSYscyp","slidetitle":"Q50 Read this sentence.","displaytext":"Q50 Read this sentence.","expand":false,"type":"slide","links":null}]}]},"search":null},"resource_data":{"description":"","resources":null},"transcript_data":{"slidetranscripts":null},"glossary_data":{"terms":null},"presenters":null}