Quiz for Solo Analysis Document 3.4 Gottlieb Mittelberger, Laboring in Pennsylvania, 1756
Quiz for Solo Analysis Document 3.4: Gottlieb Mittelberger, Laboring in Pennsylvania, 1756
Solo Analysis Document 3.4: Gottlieb Mittelberger, Laboring in Pennsylvania, 1756
Choose the best answer to each question.
Question
3.9
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
Question
3.10
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
Question
3.11
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
Question
3.12
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