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rosefish289Lv1
4 Apr 2020
Which of the following figures represents (a) a pure element, (b) a mixture of two elements, (c) a pure compound, (d) a mixture of an element and a compound? (More than one picture might fit each description.)
![](data:image/png;base64,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)
Which of the following figures represents (a) a pure element, (b) a mixture of two elements, (c) a pure compound, (d) a mixture of an element and a compound? (More than one picture might fit each description.)
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Nestor RutherfordLv2
28 May 2020
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